tag:blogger.com,1999:blog-43095210289215078562024-03-18T20:55:48.111-07:00N6QW -- Left Coast RadioDedicated to Leading Edge Ham Homebrew and Chick Magnets!N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comBlogger323125tag:blogger.com,1999:blog-4309521028921507856.post-30552297719183586072024-03-18T06:09:00.000-07:002024-03-18T06:13:43.103-07:00March 18, 2024. A Bad Experience ... and not a St Patrick's Day Hangover<p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjezWWeS7zsRxtl2lkhPmjNJ7nH3b3uRHDjF9FFWKH9ucguBKxW4ZX_7fHhEAK7uHY4BhTKoi-I6Z0mh1nKZCHBYxQJ4RcJhk8Rw1OTwiXYe3YFgMa84fHLZEWAH7XGylT_gGMIL8l9eHzyvOqkBEnkxKtVTUDM1hynz-KKwU6OjsOY0W6q-0ZacdX0C2IR/s1001/61DnXzLohtL._SL1001_.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1001" data-original-width="1001" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjezWWeS7zsRxtl2lkhPmjNJ7nH3b3uRHDjF9FFWKH9ucguBKxW4ZX_7fHhEAK7uHY4BhTKoi-I6Z0mh1nKZCHBYxQJ4RcJhk8Rw1OTwiXYe3YFgMa84fHLZEWAH7XGylT_gGMIL8l9eHzyvOqkBEnkxKtVTUDM1hynz-KKwU6OjsOY0W6q-0ZacdX0C2IR/w640-h640/61DnXzLohtL._SL1001_.jpg" width="640" /></a></div><br /><div style="text-align: center;"><b><span style="font-size: large;">As advertised by Amazon 1.6 Watts @ 12VDC good to 512MHz. </span></b></div><p></p><h1 style="clear: both; text-align: justify;"><span style="font-family: georgia;">Believe what you read from purchaser comments! Too bad I read the comment from WA5BDU after it was in my hands!</span></h1><div><span style="font-family: georgia;"><span style="font-size: large;">(With a name like Nick Kennedy (WA5BDU) he might be Irish and a well-known ham homebrewer. He has published a very understandable piece on homebrewing Crystal Filters.)</span></span></div><div><span style="font-family: georgia;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I will not denigrate the above amp by calling it a piece of Crap, but I had terrible experience with trying to make it work. More than 6VDC and it oscillates and the most I got out of it was about 500milliwatts on 20M. The $18 price was like a siren's song that resulted in a shipwreck!</span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">With no time to scratch build things I have been making small purchases from Amazon of built boards in hopes of fabricating rigs using purchased modules. So, learn from my sad experience -- avoid purchasing this unit. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">If it seems almost too good to be true, 100% of the time it isn't true.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div><div style="text-align: justify;"><br /></div><p></p>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-83140081582283861232024-03-17T06:04:00.000-07:002024-03-17T06:38:44.859-07:00March 17, 2024. Happy St. Patrick's Day.<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">St. Patrick, the Patron Saint of Engineers, I was told invented Green Beer. It seems this was his secret weapon to convert the then pagan Irish to Catholicism by getting them drunk on beer. But that may just be Blarney!</span></h1><h1 style="text-align: left;"><span style="font-family: georgia; font-size: x-large;">Were St, Patrick alive today would he be a ham? We do know of one Irish Jesuit Priest who was a well-known ham, <a href="https://www.onallbands.com/ham-radio-history-father-marshall-d-moran-9n1mm-the-voice-of-the-himalayas/">9N1MM</a>, Father Marshall Moran in Nepal, the Voice of the Himalaya's.</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">More tests with the RF Board and indeed the addition of the Band Pass Filter cleaned up the traces. I now get close to 2 VPTP on 40M and less on 20M. I used a BPF (dual 20/40M) built for another rig and noted before that 20M seemed a bit "hinky", so I need to revisit the 20M BPF.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjezUa4KOSzAwwbegliskSkbdAuOVzbsHHcXloi3M5sSNe6DO4VDGdT4-lkuKHQx5NF-KzslT-LsbB_tPFmM8dC8uwlRlqCTRAxPMdcGU7j-LHo3CJZhvXV7JeuZHB_gBO60U_MjolyOISYwLw8Azgx2VWpYVoCU_UPy1fg5VCWp1Am1auxu7zqj34Zws-A/s4080/PXL_20240316_211154899%5B1%5D.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjezUa4KOSzAwwbegliskSkbdAuOVzbsHHcXloi3M5sSNe6DO4VDGdT4-lkuKHQx5NF-KzslT-LsbB_tPFmM8dC8uwlRlqCTRAxPMdcGU7j-LHo3CJZhvXV7JeuZHB_gBO60U_MjolyOISYwLw8Azgx2VWpYVoCU_UPy1fg5VCWp1Am1auxu7zqj34Zws-A/w640-h482/PXL_20240316_211154899%5B1%5D.jpg" width="640" /></a></div><b>20/40M BPF and SSB Transceiver Board</b><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE1Zo3AQRw817xaCapCOxy1mLfeEWL3SXb7CWAxEplFKpR-tbo1sT_gtW2pEe4Rtc5qEUTTdNJZ0pJxRUA3fb22jYG_XQvomQmIc6U_LJ92pi0LnZdioHMLRmCpeqtvDip3rkP8ZWD1fK_1kb_UWRbf4_GCDQ2IgoZxYj0URvibGxH1p5YRTRZd9s4ncF4/s4080/PXL_20240316_211150160%5B1%5D.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="4080" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE1Zo3AQRw817xaCapCOxy1mLfeEWL3SXb7CWAxEplFKpR-tbo1sT_gtW2pEe4Rtc5qEUTTdNJZ0pJxRUA3fb22jYG_XQvomQmIc6U_LJ92pi0LnZdioHMLRmCpeqtvDip3rkP8ZWD1fK_1kb_UWRbf4_GCDQ2IgoZxYj0URvibGxH1p5YRTRZd9s4ncF4/w640-h482/PXL_20240316_211150160%5B1%5D.jpg" width="640" /></a></div><b>RF Amp Board (Green ~ In Honor of St. Patrick)</b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">There are many stories about St. Patrick, and it is interesting to note that four US Presidents have Irish Roots: Biden, Obama, Reagan and Kennedy. (Source CNN.) Even more astonishing all four trace their heritage to the Great Potato Famine that caused 1.3 million Irish to emigrate to the US to avoid starvation.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">But 99.44% of blog readers likely want to get back to electrons. However, a final note of the connection to St. Patrick and Engineers: Beer consumption during college while studying engineering.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I have a plan to create a steerable amp module using two of these RF amp boards and a couple of relays. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The SSB Transceiver Board uses two stages (diode steered) of Dual Gate MOSFET's (one on either side of the SSB Filter). The Bias on Gate Two sets the stage gain. I made that Bias variable from an on board 8VDC regulator and a 10K pot. By injecting a 1KHz tone into the Balanced Modulator I could actually see the optimal setting of the bias level before there was distortion at the output side of the RF Board. That also improved things on the receive end.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyfTEtX5YHqN8z9wvT8SRoANZorJgU6QcIDm2qgXphiMT-f3pOtCRBXykRcHtYRAuQ1Me8ye30HeHmOmU-V_A' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Strange ritual dealing with Catholicism and Saints days. Normally a date assigned a Saint (birth, death or special act) is recognized with special celebrations and masses. This is absolutely true with one exception and that is if the Saints Day is a Sunday and especially during Lent. Poor St Patrick will have to wait until next year for his Saints Day recognition but that does not prevent you the Blog Readers from hoisting a Beer or Three in his name. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW (A Mediterranean Irishman)</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-50048054439840612162024-03-16T06:00:00.000-07:002024-03-16T12:01:54.969-07:00March 16, 2024. Testing the small find. (Video now working!)<div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Our small find is tested on transmit.</span></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><h1 style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhfpxBM3Zf_K6haKxCQXy4OphyphenhyphenWjJfwtKpBjphIRPUHMgM7iJ868-tH1FkRSTHUlnhHV6rt-rdH0rncApsvlRJjZUHJlK0knsb0LYsbXiv0lewhK_OuHljI32tjg-JhL125tniWVKWIWRImAGfPexVse3GOkhtqgKRW79Y8-xrJLHgzG1Jd8RcdHl_Yvz/s800/51-od2E1ObL.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhfpxBM3Zf_K6haKxCQXy4OphyphenhyphenWjJfwtKpBjphIRPUHMgM7iJ868-tH1FkRSTHUlnhHV6rt-rdH0rncApsvlRJjZUHJlK0knsb0LYsbXiv0lewhK_OuHljI32tjg-JhL125tniWVKWIWRImAGfPexVse3GOkhtqgKRW79Y8-xrJLHgzG1Jd8RcdHl_Yvz/w640-h640/51-od2E1ObL.jpg" width="640" /></a><span style="font-family: georgia; font-size: x-large;"> </span> <br /></h1><p style="text-align: justify;"><span style="font-size: x-large;">I finally got a few minutes yesterday to test the RF Amp board on transmit. The results seem pretty positive. The tests were done on both 40M and 20M with more output available on 40M. </span></p><p style="text-align: justify;"><span style="font-size: x-large;">The LO versus the RF Amp board likely is responsible. With a 9 MHz Filter the LO on 40M = 16MHz and on 20M the LO = 23MHz. Typically, the output reduces from the Si5351 as you go up in frequency.</span></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div><br /></div><div><br /></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/QFx_qx-0Cbk" width="320" youtube-src-id="QFx_qx-0Cbk"></iframe></div><br /><div class="separator" style="clear: both; text-align: center;"><b>Small Find Transmit Test.</b></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div style="text-align: center;"><br /></div><br /><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Several posts ago I showed a small RF amplifier board that costs about $7 from Jeff Bezos. Previously I tested it on Receive and yesterday it was time to test it on Transmit. </span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The output from my test SSB Transceiver was connected on one end to the RF Board and the other end of the RF Board to a 50 Ohm load. The Vcc was 10VDC. Typical output from the test SSB transceiver is 40mv.</span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">On 20 Meters we saw about 1.5VPTP (5.625mw, 31.5 dB Gain) and on 40M about 1.8VPTP (8.1mw, 33dB Gain). These values are consistent with the specs. The max output from the device is 20mw. </span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">Turning to a reverse engineering exercise, we find 20mw is about 2.828 VPTP at the 50 Ohm load. Thusly, 20mw/2.5 = 8 and the square root of 8 = 2*(sqrt(2)) = 2*1.414 = 2.828. The 2.5 factor is a conversion from PTP to RMS with a 50 Ohm load.</span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Continuing with the math, an anchor point is that 20*log(40) is 32 which says that log(2.828/X) = log of 40 making X = 70.7mv. Thus, to get full output from the RF Board we would have to see about 70mv into the board.</span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">We used the voltage gain dB formula where the log is multiplied by 20. If you use the power gain the log result is multiplied by 10. You can check the math in that 70.7mv is 0.012496225 milli-watts across 50 Ohms. Divide that into 20 take the log and multiply by 10 and you get the same 32dB.</span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The patterns look OK, but I want to re-run the test with a BPF ahead </span><span style="font-family: georgia; font-size: x-large;">of the RF Amp board. The additive and subtractive mix out of the TUF-1 are in the pattern and inserting a BPF will eliminate some of the extra stuff in the envelope. This has some promise as a Rx RF Amp/Tx Pre-Driver stage using relay steering.</span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW <br /></span></p>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-48976691661162778202024-03-15T06:00:00.000-07:002024-03-15T06:21:27.954-07:00March 15, 2024. Extreme makeovers.<h1 style="text-align: justify;">This is not about a Ty Pennington one week build a new home as seen currently on Netflix. But this posting is about making over commercial radios where the by-product is an improvement over the original.</h1><h1 style="text-align: justify;">Inherent in such an undertaking is the ability to look at the commercial radio and spot the possibilities.</h1><h1 style="text-align: justify;">There are four commercial radios where I have done this and the results were indeed much better than when they came off the Factory Floor.</h1><h1 style="text-align: justify;"><br /></h1><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcMUWO1RRiEyPRwsVHwkByZBy23rHtk5BbgRMd-HWfhYKSjOasigsIcn9LvpQ90eO6IgQoyViiVvFuSa2dXrE0VocsRIUlC9LeJzCf5TurLR2-zXpGdEhPqZuKo_lZCyHFOLOumdkDOEPW-0MYOowWnmSBCcYncJhk7ZuP-r28thaKf7zx3ayKUk2xMe9b/s1600/HW-101.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="946" data-original-width="1600" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcMUWO1RRiEyPRwsVHwkByZBy23rHtk5BbgRMd-HWfhYKSjOasigsIcn9LvpQ90eO6IgQoyViiVvFuSa2dXrE0VocsRIUlC9LeJzCf5TurLR2-zXpGdEhPqZuKo_lZCyHFOLOumdkDOEPW-0MYOowWnmSBCcYncJhk7ZuP-r28thaKf7zx3ayKUk2xMe9b/w640-h378/HW-101.JPG" width="640" /></a></div><p></p><div style="text-align: center;"><b><span style="font-size: medium;">Heathkit HW-101 with a Digital Display and VFO Stabilizer</span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"> </span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA1tOmtSz9493u2w3Fm2dF-VBC7fkBY0fScc783RPUVBaYRHFloMXQ79YxgsyzQFfXZeAjyQScZ1TbPLsiPc185CDhDHOoUNMFCwj99QeS07UXD1AX8GGylxe9R-B8CRkxSN3NTAKv8LHIc_b8FmVnA7GyRdGeprX0rerkVhgID2JjIt4IpsvOyM20jYMF/s800/Figure_1_New.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA1tOmtSz9493u2w3Fm2dF-VBC7fkBY0fScc783RPUVBaYRHFloMXQ79YxgsyzQFfXZeAjyQScZ1TbPLsiPc185CDhDHOoUNMFCwj99QeS07UXD1AX8GGylxe9R-B8CRkxSN3NTAKv8LHIc_b8FmVnA7GyRdGeprX0rerkVhgID2JjIt4IpsvOyM20jYMF/w640-h480/Figure_1_New.jpg" width="640" /></a></div><br /> Ten Tec Triton IV Model 540 converted to a Model 544 (Digital Display)</span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"> </span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"><img alt="" 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" /> </span></b></div><div style="text-align: center;"><b><span style="font-size: medium;">Keypad Operation of a Ten Tec Model 150A</span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"> </span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIY-3sD5NdPDptA-haNjbISbwyn5AaCEpbsEpf1OqojOMT_HGYlGDbZ74-0EtbJA-QyUunQFk-TCQC2WB_E2gwByrm-tLxAkyuSHGfQzp2OgnjbtlHZ1FPLz6PvL7VClBipVc0Y8SJay6NIR6hIppNTylPNOjIV5uACa_Rv2Or6pJbvlbhaYx7rrYpbrwT/s3264/20161222_184509.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1836" data-original-width="3264" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIY-3sD5NdPDptA-haNjbISbwyn5AaCEpbsEpf1OqojOMT_HGYlGDbZ74-0EtbJA-QyUunQFk-TCQC2WB_E2gwByrm-tLxAkyuSHGfQzp2OgnjbtlHZ1FPLz6PvL7VClBipVc0Y8SJay6NIR6hIppNTylPNOjIV5uACa_Rv2Or6pJbvlbhaYx7rrYpbrwT/w640-h360/20161222_184509.jpg" width="640" /></a></div>Hallicrafters FPM-300 Converted to all Solid State</span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"></span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"></span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"></span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"><br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTXzBoYl-WbSgY1Icf0IPXB3k7M7q7ZWCHfB2lUPeBAkZf_bLsKUW1FR-rbelbSGuoUvUSZvpVo8oTXb3-aNdNFJHPI9kVUTS-K1yRMwT9-yLOuORtbEeWiBL7eLIrRyywAs4pGrXxsGmLt2XL8KBLBP2XL1hmxI2oMnIEGIWK0DWV8uxfAv-cWhRRYBhe/s250/s-b250x250.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="159" data-original-width="250" height="254" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTXzBoYl-WbSgY1Icf0IPXB3k7M7q7ZWCHfB2lUPeBAkZf_bLsKUW1FR-rbelbSGuoUvUSZvpVo8oTXb3-aNdNFJHPI9kVUTS-K1yRMwT9-yLOuORtbEeWiBL7eLIrRyywAs4pGrXxsGmLt2XL8KBLBP2XL1hmxI2oMnIEGIWK0DWV8uxfAv-cWhRRYBhe/w400-h254/s-b250x250.jpg" width="400" /></a></div>Factory FPM-300</span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"></span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"></span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"></span></b></div><div style="text-align: justify;"><b><span style="font-size: medium;"><br /></span></b></div><div style="text-align: justify;"><span style="font-size: x-large;">The </span><span style="font-size: x-large;">FPM-300 </span><span style="font-size: x-large;">was the last SSB Transceiver off of the Hallicrafters line. A Hybrid design, it was intended for Fixed, Portable and Mobile Operation (FPM) with a built-in power supply that would operate off of 115AC and 12VDC. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">It was a piece of junk! The VFO drifted and it was unreliable. I purchased a stock unit cheap and after some months simply gave up trying to fix the many problems. I kept the main board which was all solid state and the S Meter, and the rest was sold as parts on eBay. It felt good as my net loss was only $20 but actually it only cost me $20 to have the basis of a really excellent transceiver.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">Essentially, I took the main board which had the Crystal Filter Mic amp, VOX, Balanced Modulator/Product Detector and the IF stages and built the rest of the circuits around those elements. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">My adds included the Band Pass and Low Pass Filter, Audio Amp, the Digital LO/BFO, the Driver Stage, the Receiver RF Amp Stage and the Final RF Amp. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">Hallicrafters had a power supply board that had a whole series of weird low voltages for various parts of the radio -- that had to be duplicated as well.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">The Band Switch in the lower right corner selects the bands and also at the same time selects the proper BPF and LPF for that band. That Band Switch Dial Plate was cut on my CNC -- a new learning experience for me to boot.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNbybzFTlIKQv1PGCBVz1dYzTc-ZkY7v8Ch0w7_jYEmDjI1wHWYQVre9ijqNv6VDYBziDV8wC18mnPU7hN7QqgBpAo1hoZBSFb6wjoblZyGLKwmU2bGRZMFvlnEzLTOUa7FZ5gWJISZAelwYhpkWsQ-rm-sWCezkuDmqfJcn1c807mOAjiIwHmXcAcW75g/s3264/20161205_161125.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1836" data-original-width="3264" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNbybzFTlIKQv1PGCBVz1dYzTc-ZkY7v8Ch0w7_jYEmDjI1wHWYQVre9ijqNv6VDYBziDV8wC18mnPU7hN7QqgBpAo1hoZBSFb6wjoblZyGLKwmU2bGRZMFvlnEzLTOUa7FZ5gWJISZAelwYhpkWsQ-rm-sWCezkuDmqfJcn1c807mOAjiIwHmXcAcW75g/w640-h360/20161205_161125.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv6DwgRcTZq-9n8uXRqBHLiMYh5uyxr7DW_jfZqfguJeRqnsX-9ySdw-aYf_xcfqCb9IeYceqQcT4kXc-foTzgCSDDzO-amIdiHKADfYbFcTl1b34LtIS3KjTb4axR2e2kV0eqf5ksbfcbmnArU_Xygpg8wPwL_t9gpdSjKCXxJQUaU2tavuijCTdpf7oo/s3264/20161206_063721.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1836" data-original-width="3264" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv6DwgRcTZq-9n8uXRqBHLiMYh5uyxr7DW_jfZqfguJeRqnsX-9ySdw-aYf_xcfqCb9IeYceqQcT4kXc-foTzgCSDDzO-amIdiHKADfYbFcTl1b34LtIS3KjTb4axR2e2kV0eqf5ksbfcbmnArU_Xygpg8wPwL_t9gpdSjKCXxJQUaU2tavuijCTdpf7oo/w640-h360/20161206_063721.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVryi0ZzxGYoo8sNJzyaaGnwIeVvmdW1R2OMIXXWE9M1Z97nx2qJ1IpFAJU9KA__EMNBkOhgeUpoqxrjT5M3pjrPIMRuAO6Aux7gQCtVnE7VdtnZ47C7zLdO6ssIpFWhSmdnuZLJqM-OSaYyh9Sqgpc3iUsZ1OSG8zS08cdTemmNT_a77JcDlPzJMu76Cg/s3264/20161207_140906.jpg" style="margin-left: 1em; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWOWXsrTfz2jPCG7EMjiVCsWw1wsoN8iYX-HzSH9kcF5jZYjWWFdb1R5FCXeS7iV4cG4xFxTRfU9YxPsI45G0hMwnI22M8CCI-QFzwenHjD50Df5ohiNIithSPHwlofFMDYTdMl79lEd47PTfbt4KfCht0FQlUnpddcQy6FiSRQUgkFHlCeFrz1E-c_Sur/s3264/20161215_083142.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1836" data-original-width="3264" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWOWXsrTfz2jPCG7EMjiVCsWw1wsoN8iYX-HzSH9kcF5jZYjWWFdb1R5FCXeS7iV4cG4xFxTRfU9YxPsI45G0hMwnI22M8CCI-QFzwenHjD50Df5ohiNIithSPHwlofFMDYTdMl79lEd47PTfbt4KfCht0FQlUnpddcQy6FiSRQUgkFHlCeFrz1E-c_Sur/w640-h360/20161215_083142.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/feUfXeeogqM" width="320" youtube-src-id="feUfXeeogqM"></iframe></div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/v0DmqVfr59Q" width="320" youtube-src-id="v0DmqVfr59Q"></iframe></div><br /><span style="font-size: x-large;"></span></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/ujW96ZsmBz0" width="320" youtube-src-id="ujW96ZsmBz0"></iframe></div><br /><div style="text-align: center;"><br /></div><div style="text-align: center;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">The hardest task was collecting information of what goes where on the 44 Pin Edge card connector that mates with the main board. The main board in the factory radio was vertical and plugged into a sub-chassis. In my build I elevate the 44 Pin Connector so that the main board would plug into the board horizontally. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">A ham I know worked on the FPM300 line and after hearing my version said it was perhaps better than what they were churning out of the factory.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">This build was as much Mechanical Design as it was the electronics. <br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">The suggestion here is that some of the old boat anchors can be "made over" and used with confidence on today's ham bands. This radio has been used on FT-8 using my external digital adapter design.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">WYKSYCDS!</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-size: x-large;">Pete N6QW<br /></span></div><div style="text-align: center;"><b><span style="font-size: medium;"><br /></span></b></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-87571770466210144312024-03-14T05:39:00.000-07:002024-03-14T08:24:14.203-07:00March 14, 2024. When QRP is not enough!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">We have all heard the comment that life is too short for QRP. Well, if you are one of those guys with that view, then here is something more than QRP. This was built by me about twenty years ago. It will crank out 1500 watts key down without catching on fire.</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Behold a homebrew 20M Legal Limit Linear RF Amp from N6QW. This was a project that had always been a dream of mine and uses a 3CX1500A7. This amp was as much a Mechanical Design as it was an Electronic Design. There is far more involved than glue down pads, ugly construction or an Analog VFO.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1j-X2a9XGMhWWGQHjhh6jmjRiLGuGI9WHuRqfxzAXlGPcaSWJyzlc01nRC-PqosAZs7E6UEB-vXuTpB6UZWgolNUjjDF2BfbCLPjUf0Fi2dteRYKNBNIhMtdanIdc8Pn-_W2fdZeEKdxbqYMP2nrIu4MJzDOHgPWbfTvLklDD6No8EAEB-d2zwVW9DeRm/s640/3cx15500A7%20Linear%20Amp.jpg" style="font-family: "Times New Roman"; font-size: medium; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1j-X2a9XGMhWWGQHjhh6jmjRiLGuGI9WHuRqfxzAXlGPcaSWJyzlc01nRC-PqosAZs7E6UEB-vXuTpB6UZWgolNUjjDF2BfbCLPjUf0Fi2dteRYKNBNIhMtdanIdc8Pn-_W2fdZeEKdxbqYMP2nrIu4MJzDOHgPWbfTvLklDD6No8EAEB-d2zwVW9DeRm/w640-h480/3cx15500A7%20Linear%20Amp.jpg" width="640" /></a></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">First, I should mention it has two PIC16F84 Micro-controllers that provide timing and power control functions. One PIC16F84 is programmed as a 3 Minute Time Delay before you can apply High Voltage to the Plate. Just like Mary Jo -- you got to get it warmed up first.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOgu_HHqYPuqHycST1TzxTexNh6j7aMxn73VqciJ2EtRfA3uNvUJPrNt1zCjMzSUsayEAKwO2DbZiskyqT8kbRW8MLkqYGwzmsMVTcjwMfgZpkc_ExQhmuttRMofmfzJhJ-kPDVjGdA5CIBL0ukthJqfpkKnyA_eG_vcpX1dcWeG1lE68P49pptuP9Wys/s640/3CX1500A7%20Control%20Chassis.JPG" style="font-family: "Times New Roman"; font-size: medium; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOgu_HHqYPuqHycST1TzxTexNh6j7aMxn73VqciJ2EtRfA3uNvUJPrNt1zCjMzSUsayEAKwO2DbZiskyqT8kbRW8MLkqYGwzmsMVTcjwMfgZpkc_ExQhmuttRMofmfzJhJ-kPDVjGdA5CIBL0ukthJqfpkKnyA_eG_vcpX1dcWeG1lE68P49pptuP9Wys/w640-h480/3CX1500A7%20Control%20Chassis.JPG" width="640" /></a></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;">Main Control Box ~PIC16F84 bottom left.</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">There is also a step start circuitry on the power supply as there are eight 560Uf @450VDC electrolytic caps on the output of the 10.5HY Filter Choke for an effective capacitance of 70Uf at 3600 volts DC. There is very little voltage sag when you hit voice peaks. If you did not provide a step start at turn on, that bank of caps looks like a dead short. The bias is provided via a low value high wattage Zener Diode (upper left-hand corner).</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGaaFApsrjz8BmCGPNQs9zPHl2xOpTy8_s6G9TAyfr-vA9Yu6DWGg_kUyrHCRTVhej96F_mZmuECA6IfvybYWpx_Wa0jgtGevIRFF7yx9om8JXekirc0yv7dt36QHABHsMF2rohX1a6RXy9lXHxvMNeZ831n9Nu1kIGq2Z5kNQmLBp3uKnFpZO5P51H93n/s1600/IMG_0794.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGaaFApsrjz8BmCGPNQs9zPHl2xOpTy8_s6G9TAyfr-vA9Yu6DWGg_kUyrHCRTVhej96F_mZmuECA6IfvybYWpx_Wa0jgtGevIRFF7yx9om8JXekirc0yv7dt36QHABHsMF2rohX1a6RXy9lXHxvMNeZ831n9Nu1kIGq2Z5kNQmLBp3uKnFpZO5P51H93n/w640-h480/IMG_0794.JPG" width="640" /></a></div>Main Power Supply Step Start Circuit</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmpGMHx4JjICSvT9Jq4HGLO5aP66JY-BE-tHO1vsqbQoeyv42DjTSjG1VgIDh7LthA-Z_K9tZ0WyXesDFP35QDKNtQxUSROdE_DPWpVWypMVYI3OkgpWKHBuHKrbZ8N7a6d-v5Vto6zK6AsDv67xmUtOnv8_wI07avuF_F3Mo6Pz2ixA6x6HIRLNNhVD8j/s1600/IMG_0797.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmpGMHx4JjICSvT9Jq4HGLO5aP66JY-BE-tHO1vsqbQoeyv42DjTSjG1VgIDh7LthA-Z_K9tZ0WyXesDFP35QDKNtQxUSROdE_DPWpVWypMVYI3OkgpWKHBuHKrbZ8N7a6d-v5Vto6zK6AsDv67xmUtOnv8_wI07avuF_F3Mo6Pz2ixA6x6HIRLNNhVD8j/w640-h480/IMG_0797.JPG" width="640" /></a></div></span><div style="text-align: justify;"><span style="font-size: large;"><b>As the Cap Charges, power resistors are in line so only 1/2 the supply voltage is seen by the plate transformer. Upon being charged the Contactor (120VDC Field Coil) closes, shorting the resistors and full voltage supplied. Step Start!<br /></b></span></div></div><div style="text-align: justify;"><span style="font-size: large;"> </span></div><div style="text-align: justify;"><span style="font-size: large;"> </span></div><div style="text-align: justify;"><span style="font-size: large;"> </span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi34iYEdW1ZnTDeVvpoApparIjczeIiVauFKGfW0XX4Xk5M4F5rhurLwVbpc_RTzESbpJUOLEGorRUZ-sAalY4SS5cmA9DnPealBtOyInan6tA7twqPjJxmPB3Ybcc5yOFZHB4WmD0wer8NqFY7aIEH2zLFYyz2gcM296Ao313NB8x0vc2BO0KrjxFjUXN/s1223/IMG_0798.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1026" data-original-width="1223" height="536" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi34iYEdW1ZnTDeVvpoApparIjczeIiVauFKGfW0XX4Xk5M4F5rhurLwVbpc_RTzESbpJUOLEGorRUZ-sAalY4SS5cmA9DnPealBtOyInan6tA7twqPjJxmPB3Ybcc5yOFZHB4WmD0wer8NqFY7aIEH2zLFYyz2gcM296Ao313NB8x0vc2BO0KrjxFjUXN/w640-h536/IMG_0798.JPG" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: medium;"><b>No sign of glue down pads or ugly construction!</b></span></td></tr></tbody></table></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The base of the power supply is 17X17 inches by 1/4-inch steel plate with all of the holes tapped for 6, 8 or 10-32 bolts. This was a complex wiring job as this is High Voltage and all the red wires are 50KV rated. This amp will not work on 110 VAC. It is designed for operation on 220VAC. When I was selling automated industrial controls, I sure learned a lot from the Panel Builders. <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1vLHAyQelQvCHSc1Rs6JdL_ySEd9kUzJlsS1iMXshjPA2ywpBUKBxWj5mN4Yabm-opCLd0DAxzwLOUzONvzeEbfpCBdDZoFJtAq8unfX9JFqaYL3NHazAUO_VtmIE3ebQqpH44B373nSzujFRAUjHeOchXe2tsM7RqgA5_FWOwUh2nBQxHv7WaV9TCzHX/s1600/IMG_0800.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1vLHAyQelQvCHSc1Rs6JdL_ySEd9kUzJlsS1iMXshjPA2ywpBUKBxWj5mN4Yabm-opCLd0DAxzwLOUzONvzeEbfpCBdDZoFJtAq8unfX9JFqaYL3NHazAUO_VtmIE3ebQqpH44B373nSzujFRAUjHeOchXe2tsM7RqgA5_FWOwUh2nBQxHv7WaV9TCzHX/s320/IMG_0800.JPG" width="320" /></a></div>170 Pound Power Supply</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Power Supply delivers 3000 VDC at 1-amp CCS. The power supply alone weighs about 170 pounds. <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The 2nd PIC16F84 provides a step start for the filaments so that they are slowly brought up to voltage with about a 5 second delay.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Protective circuitry includes grid protection, so you don't overdrive the amp. If the rated grid current is exceeded it trips offline. Worst case a fuse on the control box blows. About 40 watts of drive produces 1500 watts. There is also a micro-switch on the main amp case lid. If the lid is off the case, the power supply gets turned off.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The output tank is Pi L for increased attenuation of out of band signals. Those copper coils were hand wound by me as was the plate circuit RF Choke. WYKSYCDS.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiphmsdS5sJEXYiRJKmYOyh6dWLfubK8zFhyjD1vwrsa4i8soKaE4nrak1lYH_dLtC33mkcUbwJMxuve2uZeJZdnaKGv_vN2hL8huMEnDYyzteHIQffdAwBAUb_X-KtDxRbBXyaxIMPTVNgs74Pv6IOq5HgitHMkG0_pqnspVjKlBwuX8UzbH7GqzRmu2Ab/s640/3CX1500A7%20Plate%20Circuit.JPG" style="font-family: "Times New Roman"; font-size: medium; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiphmsdS5sJEXYiRJKmYOyh6dWLfubK8zFhyjD1vwrsa4i8soKaE4nrak1lYH_dLtC33mkcUbwJMxuve2uZeJZdnaKGv_vN2hL8huMEnDYyzteHIQffdAwBAUb_X-KtDxRbBXyaxIMPTVNgs74Pv6IOq5HgitHMkG0_pqnspVjKlBwuX8UzbH7GqzRmu2Ab/w640-h480/3CX1500A7%20Plate%20Circuit.JPG" width="640" /></a></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;">Red Wires are rated for 50KV. Pure Elegance<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghVZ5TF7ICO8vFPH8VypDo7iZ-fevIn6Xz_S4poNutx17Hzdo7IYJW0zA9Dbo7mipOK9O_529SDErRsEAZwJ5ZlIhvQVsu14q3NPZe5cNmh8Q7zq4KRBwNBCfgvgIbSzQpohpAAYXXuaZ6kX7MLJCSvaM4uXxxbgRMns7bFoNw7GOgoXtqz1UmkZNZi6E-/s640/3CX1500A7%20Inside.JPG" style="font-family: "Times New Roman"; font-size: medium; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghVZ5TF7ICO8vFPH8VypDo7iZ-fevIn6Xz_S4poNutx17Hzdo7IYJW0zA9Dbo7mipOK9O_529SDErRsEAZwJ5ZlIhvQVsu14q3NPZe5cNmh8Q7zq4KRBwNBCfgvgIbSzQpohpAAYXXuaZ6kX7MLJCSvaM4uXxxbgRMns7bFoNw7GOgoXtqz1UmkZNZi6E-/w640-h480/3CX1500A7%20Inside.JPG" width="640" /></a></span></div><div><br /></div><div style="text-align: center;"><b><span style="font-size: large;">Plan view of the amp. Plate cap is 7.5KV rated. Glitch Resistor.</span></b></div><div><br /></div><div><br /></div><div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcV5g-QCdZBGt_bITD2n86xAJu0xx8Cu1FXaIE_mSWf-OfjAz54ncnwn4pDYB9RXed3B0wiWKCB26sVxtgfwXNrtrYuf-Qfht8ud_rNPbBx6r3KEyBxAVWvd40SmJY5T1XtPlDsrBzMSc8notwSZIBx6lcQEuejV-d1dQ2xuKkW0hc1PxOdXivRbgZXToK/s640/3CX1500A7%20Underside.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcV5g-QCdZBGt_bITD2n86xAJu0xx8Cu1FXaIE_mSWf-OfjAz54ncnwn4pDYB9RXed3B0wiWKCB26sVxtgfwXNrtrYuf-Qfht8ud_rNPbBx6r3KEyBxAVWvd40SmJY5T1XtPlDsrBzMSc8notwSZIBx6lcQEuejV-d1dQ2xuKkW0hc1PxOdXivRbgZXToK/w640-h480/3CX1500A7%20Underside.JPG" width="640" /></a></div><b><span style="font-size: medium;"><br /></span></b><div class="separator" style="clear: both; text-align: justify;"><b><span style="font-size: large;">The bottom Plenum Chamber for tube cooling. Upper LH corner has a tuned input. Not well seen at the bottom of the photo is a 1 inch in diameter pipe that passes through the chassis to carry control wiring from the control box on the back apron to the front panel. </span><span style="font-size: large;"><br /></span></b></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">Rounding out the features are Vacuum Relays for TR. All Coax runs are outside the Amp box. If you look at the control box along the right-hand side are five 2200uf electrolytic caps that are a part of keeping the blower on for about 20 seconds after power off to clear the amp box of any heat. </span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">Yes, I know that is one fine looking amp build! In case you are wondering -- about $3K in parts -- about $2 a watt. </span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">A lot of thought and planning went into this build and most of it dealt with safety. There is even a glitch resistor, a low value high wattage unit in the B+ supply to the plate. It is mounted on insulated standoffs. and can be seen in the photo taken from above of the main amp hardware. Look along the inside back panel at about midpoint and you will the resistor. Its function should there be an internal short in the tube -- it gets smoked, and the voltage is cut to the tube. </span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">The 3CX1500A7 was purchased as a pre-owned tube but guaranteed for 30 days. I paid about $400 for the tube. That same pre-owned tube today is $800, and a NIB is $2000. </span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">Imagine a homebrew SDR running full legal limit on a homebrew amp! I guess those guys on 40M that were taking about amps in an earlier post would have trouble believing I was running a high power SDR station that was hand built. This is so much fun and homebrew can be so much more than an MC1496 Direct Conversion Receiver!<br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">73's</span></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: x-large;">Pete N6QW<br /></span></div><br /><p></p>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-43808917242098438652024-03-13T06:21:00.000-07:002024-03-13T06:26:21.995-07:00March 13, 2024. A small find.<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Given my day job at the Board and Care Facility, not much happening on the bench. But occasionally like now while eating my oatmeal (at 5 AM) I check what Jeff Bezos might be hawking. Several days ago, during an oatmeal ingestion I stumbled across this jewel.</span></h1><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhfpxBM3Zf_K6haKxCQXy4OphyphenhyphenWjJfwtKpBjphIRPUHMgM7iJ868-tH1FkRSTHUlnhHV6rt-rdH0rncApsvlRJjZUHJlK0knsb0LYsbXiv0lewhK_OuHljI32tjg-JhL125tniWVKWIWRImAGfPexVse3GOkhtqgKRW79Y8-xrJLHgzG1Jd8RcdHl_Yvz/s800/51-od2E1ObL.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHhfpxBM3Zf_K6haKxCQXy4OphyphenhyphenWjJfwtKpBjphIRPUHMgM7iJ868-tH1FkRSTHUlnhHV6rt-rdH0rncApsvlRJjZUHJlK0knsb0LYsbXiv0lewhK_OuHljI32tjg-JhL125tniWVKWIWRImAGfPexVse3GOkhtqgKRW79Y8-xrJLHgzG1Jd8RcdHl_Yvz/w640-h640/51-od2E1ObL.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">So, what is it? It is a Broadband RF Amp good for 30 dB gain to 2 GHz. The best part about $7 which won't break the bank. Also, since I have no time, it is a simple insert in one of my projects with some cable via the SMA connectors and add power. I used 10VDC. I did just that -- and it does work!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">Now for a couple of things as my time constraints did not permit an exhaustive evaluation like actually seeing if it will amplify t</span><span style="font-family: georgia; font-size: xx-large;">o 2GHz or if it suffers from gain compression or that it really does 30dB at HF. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">But a simple test of inserting it in line and removing it makes the difference of hearing or not hearing signals on 20M on one particular test transceiver.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">What would be interesting is to evaluate its capabilities as a low level transmit pre-driver stage following a mixer stage. That too would be of great interest. A relay steered stage could have this as a Receiver RF Amp and Transmit Pre-Driver stage.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">For about $19 there is a linear amplifier stage good for 1.6 watts to 500 MHz. One that really caught my eye was 4 watts at 500 MHz, but it got so many negative reviews that I would steer clear of that puppy. The 1.6-watt job got some positive reviews getting 1.5 watts out at 5VDC.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">This is the time for some blog readers to suggest not looking at such products because it has an Integrated Circuit, and you can't touch or feel the soul of the individual components. Get a Grip, it is a low-cost RF Amplifier Stage in a small form factor!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">But in response to those few, I think that you would be hard pressed to get a TIA amp to do 2GHz with 30dB gain. (A 2N3904 drops off the cliff past 300MHz.) So, this is a good example of how new technology give us capabilities that would be hard to replicate using outdated methodologies.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">The size and cost (and overnight availability) weigh heavily on the decision process. Caveat Emptor -- rigorous testing has not been done and my Nano VNA's are still gathering dust, but a simple go no go test has shown some very promising results.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;">Pete N6QW</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-53067632942736855082024-03-12T06:25:00.000-07:002024-03-13T14:51:12.358-07:00March 12, 2024. I found it!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I spent the 1970's working in Southern California for McDonnell Douglas located in Long Beach.<br /></span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">During that time there was a Re-born Christian religious movement in California, called "I Found It ". You only need to look at all of the bumper stickers in the parking lot that read I Found It, to see the impact of the movement.<br /></span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Our Jewish brothers always ahead of the curve provided a simple competing bumper sticker with a Star of David and the words "We Never Lost It"!</span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">We are not veering off on a religious theme this posting but those words <u><i>We Never Lost It</i></u> embody the old time spirit of our wonderful hobby. But that only comes when the hobby is more than contesting or operating. Too many of our BTE's never found it and never will!<br /></span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Today I want to share with you another rig I built. Several years ago, when there was a prolific output of rigs from the N6QW Laboratories, I built this jewel. <br /></span></div><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwFT-l9kBht2JSY1we2KhAcv4qacjNrDrdC33Q7QNXIplZmFiUlZx4vhcZaxlo-DlQGUgFE8c71Hn_gUcf7nt4gyNll_kl6FiteGdrV_k80XR7aZzTaRxp8DxxlLyCKLhj5DnjjFHxRbPheeEf0RsTwAM2fhH7zQJMXdcMn95twx097T2fdvoxdBZyukhD/s4000/20210417_132247.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwFT-l9kBht2JSY1we2KhAcv4qacjNrDrdC33Q7QNXIplZmFiUlZx4vhcZaxlo-DlQGUgFE8c71Hn_gUcf7nt4gyNll_kl6FiteGdrV_k80XR7aZzTaRxp8DxxlLyCKLhj5DnjjFHxRbPheeEf0RsTwAM2fhH7zQJMXdcMn95twx097T2fdvoxdBZyukhD/w640-h480/20210417_132247.jpg" width="640" /></a></div></span></h1><div style="text-align: left;"><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Of note this case was from a repurposed rig that had a 20X4 LCD hole cut in the middle of the panel. So how do you fit a rather nice Color TFT into a panel that has a gaping hole right in the middle? <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The first thing was to create a picture frame around the gaping hole to focus your attention right in the middle. The next piece was the paint scheme, a tip from a marketing class in Grad school. Want to sell a lot of cereal -- a Black box with yellow printing! (The product was called Screaming Yellow Zonkers.)</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguRSvCZE5tI3WxtVqxSwLaiSNeRzaVScIYczjVD-BIIS_j0ySFKNNh6HX0A9Hp_X8AojCgOgP0it-3UoPVjp_5CdaNqJ6yC_8w4BLNNdGAEIxlwgsYKupOn6Y7CG-Ngd5oclN0OrYCnu1f_YEJ8eSgfvJi6lXHjjXlc6iXbM2nWVJvFe0qmlMbndkmaFHG/s500/8a3041006142d0033cee9056b2bcf1d7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="476" data-original-width="500" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguRSvCZE5tI3WxtVqxSwLaiSNeRzaVScIYczjVD-BIIS_j0ySFKNNh6HX0A9Hp_X8AojCgOgP0it-3UoPVjp_5CdaNqJ6yC_8w4BLNNdGAEIxlwgsYKupOn6Y7CG-Ngd5oclN0OrYCnu1f_YEJ8eSgfvJi6lXHjjXlc6iXbM2nWVJvFe0qmlMbndkmaFHG/s320/8a3041006142d0033cee9056b2bcf1d7.jpg" width="320" /></a></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">But the neat part was the yellow panel is recessed behind the black picture frame. At one time I thought of adding lights to illuminate that yellow panel. But space behind the panel was a problem.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Then comes the color of the display. Yes, it is a two range VFO with VFO memory. I think what initially was a pig with lipstick, was now indeed a very nice-looking radio.</span></div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrPI0WFg7hGHFurEGNK9J0cbPfxqfDvaFA9l5MpA2BAsMQNQ3Mb_9Xe5dOD5m5I6oOWv_1x22GzJhWgAMLlvMmaB43mNFiy_m8zmyfq0R-HOrxpWz6M5zLKTTYV648ZHw8OFH12XtdeMnQShue4seO8bIc7ragz36vy3QfBob_-ANL44MuElTHPucVCh7v/s4000/20210416_110204.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrPI0WFg7hGHFurEGNK9J0cbPfxqfDvaFA9l5MpA2BAsMQNQ3Mb_9Xe5dOD5m5I6oOWv_1x22GzJhWgAMLlvMmaB43mNFiy_m8zmyfq0R-HOrxpWz6M5zLKTTYV648ZHw8OFH12XtdeMnQShue4seO8bIc7ragz36vy3QfBob_-ANL44MuElTHPucVCh7v/w640-h480/20210416_110204.jpg" width="640" /></a></div><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">As a follow on to the prior post, this rig has the Plessey IF Module built in SMD form with the two ADE-1's serving as the Rx/Tx Mixer and the Product Detector/Balanced Modulator all on a circuit board that is wider than an inch and about 4.5 inches long. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The packaged Crystal Filter is mounted off board for a reason. This rig is also a test bed where I have cycled about 5 or 6 filters (including HB) through this radio and all it takes is unsolder the matching transformers and bolt down the filter. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC6aTdpFcJ7kCRbAGUyAi8pRcVYCRg9hem8ZSQ3qZFzMWNs703cAi63ZIbyHQ5RHhyVsQ3G6JM0yBPcEv3b3WAWP7-8-B76L1hS-NBF96zrDPlknxSscyVOVPPRYaElDgB_sMV8bnocJTxY_S7yRTBMjsl8KnlUOGo7Jbws6MJJBJ1R9Nk4uJBKL35tJnP/s4000/20210417_132222.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC6aTdpFcJ7kCRbAGUyAi8pRcVYCRg9hem8ZSQ3qZFzMWNs703cAi63ZIbyHQ5RHhyVsQ3G6JM0yBPcEv3b3WAWP7-8-B76L1hS-NBF96zrDPlknxSscyVOVPPRYaElDgB_sMV8bnocJTxY_S7yRTBMjsl8KnlUOGo7Jbws6MJJBJ1R9Nk4uJBKL35tJnP/w480-h640/20210417_132222.jpg" width="480" /></a></div><br /><span style="font-family: georgia; font-size: x-large;">A nice open layout.</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So while my building days may be over, I haven't lost the lessons of the past as this is the value of actually building stuff. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">As we mentioned on this blog the demise of homebrew was noted in the late 1950's as more commercial hardware became available. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">There is a ham in Oregon with a two letter 2 call that always speaks about our need to listen and I want to encourage you the blog readers to take a short period of time to listen to the current conversations on the bands. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Last night while doing the laundry as the washer/dryer is in the garage and next to one of my operating positions I was listening on 40M to a group of hams (all running pricey SDR's) talk about linear amps. It seems the "most wanted" list of amps are all solid-state LDMOS and a low end one at $3700 (only 800 watts) and the Collins of the 2024 is soon to be released legal limit amp by Apache Labs at a mere stripped-down price close to $6000. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">That is insane! I worked coast to coast and to Japan running only 60 watts with a homebrew SDR on 40M. I will bet none of the 40M group could fix a problem with their pricey amps as they never found it.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"> </span> <br /></h1>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-39812952514365726822024-03-10T06:16:00.000-07:002024-03-10T06:26:03.057-07:00March 10, 2024. You Are Behind the Curve!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">No matter how much you enjoy gluing your fingers together by using ugly construction and through hole parts, the end is near for this type of homebrew!</span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The demise will happen to you sooner rather than later as the parts suppliers will force you there. Right now, offshore suppliers likely have two lines for the same part with one being through hole and the other for Surface Mount. </span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">It won't take the bean counters very long to show the business case for only one product line -- Surface Mount Devices (SMD). This is already in play with many of our favorite parts like the ADE-1 and the BFR106.</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Yes, there will be some boutique manufacturers who will continue to make through hole parts but at prices only a few can afford. A true niche market but unaffordable. The <a href="https://www.ebay.com/itm/166149602471?chn=ps&norover=1&mkevt=1&mkrid=711-213727-13078-0&mkcid=2&itemid=166149602471&targetid=4580428016871206&device=c&mktype=&googleloc=&poi=&campaignid=603247657&mkgroupid=1229254994528356&rlsatarget=pla-4580428016871206&abcId=9316139&merchantid=51291&msclkid=bfadb17a9f3d1c3e09a8d4972b4ce2c3">300B vacuum tube</a> is available today but you need a home loan to buy one.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So instead of making all the usual excuses, why not shift to starting an SMD project. Here is the rub -- it will take you from your comfort zone, as SMD will not only force the use of parts you can hardly see but your construction methodology will indeed change.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">My 1st foray into a radio that had extensive deployment of SMD technology was the LBS II which was a second generation build of the Let's Build Something project only using SMD techniques. That was almost 10 years ago in 2015. Yes, it was a QRP Quarterly Article in October 2015.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1o0tGrX6YdzQ3JJbXDI9hVdUKRj_il2TKKJrG91R7DDYRUa2pPaCLjJAfgNwJZHqMGaVf3MAGqsR-RsktLAQgSdFQw4c_hPtAoVkgKCZT8B38m9gaNWcNRwVP92YVq8EoA1YCIsslSFZexZ3sjCM0RF58lii7iwyttcnYdCva4z6FMpGaZFO_Q9_ZLySL/s2560/Figure%2011.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="2560" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1o0tGrX6YdzQ3JJbXDI9hVdUKRj_il2TKKJrG91R7DDYRUa2pPaCLjJAfgNwJZHqMGaVf3MAGqsR-RsktLAQgSdFQw4c_hPtAoVkgKCZT8B38m9gaNWcNRwVP92YVq8EoA1YCIsslSFZexZ3sjCM0RF58lii7iwyttcnYdCva4z6FMpGaZFO_Q9_ZLySL/w640-h360/Figure%2011.jpg" width="640" /></a></div><b>The LBS II! As Hot as Taylor Swift!</b><br /> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The thrust behind the LBS II was the size. I sort of marveled that the LBS was actually a very solid N6QW design but mine was mounted on a board 2' x 2'. Kind of hard to fit that in your shirt pocket.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"> Size Matters!<br /></span></div><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG9bKAIH_dx4Os0d1IleXMZLWvx_RazNG6AX6mitfTKzr539MJKWMEPQhveI-y4CgRmeU3qTXTI8qK3uHWC_Neq93bJ-Y3WPB_wfPlkoNw1WTz-_AKQeeKOMorTxpQjxJfYtq-RiDaE9bimfcD5OXD4JO_83kDvkIFu23hPS_kNiuG_b8B3ducRbdeVxlO/s1280/Figure%201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG9bKAIH_dx4Os0d1IleXMZLWvx_RazNG6AX6mitfTKzr539MJKWMEPQhveI-y4CgRmeU3qTXTI8qK3uHWC_Neq93bJ-Y3WPB_wfPlkoNw1WTz-_AKQeeKOMorTxpQjxJfYtq-RiDaE9bimfcD5OXD4JO_83kDvkIFu23hPS_kNiuG_b8B3ducRbdeVxlO/w640-h360/Figure%201.jpg" width="640" /></a></div>On the left is my co-author's build and, on the right, the LBS II. As you can see a huge size reduction --about 75%.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyz2z1d6v5_nE7MMt_QDzMvgmIMxAbOIHCqJOYf-p10WdxCb_Y9LkXLv3SekaDXKGcf8qsNNZ4mnPtdyL8b01wrOxubM77DeYFsJcCYSMELh8seHCddgZNrkY2eXdM6z8PnORdf1fW0ihsoH5Cpsx7V2G4DYtonnF7YZndZp3l6AYDveNvTIXCeL1hCZ7C/s1280/Figure%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyz2z1d6v5_nE7MMt_QDzMvgmIMxAbOIHCqJOYf-p10WdxCb_Y9LkXLv3SekaDXKGcf8qsNNZ4mnPtdyL8b01wrOxubM77DeYFsJcCYSMELh8seHCddgZNrkY2eXdM6z8PnORdf1fW0ihsoH5Cpsx7V2G4DYtonnF7YZndZp3l6AYDveNvTIXCeL1hCZ7C/w640-h360/Figure%202.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis29MTjQwv7tqzpjAPs6f-ach_7qxYGB9Qj7-Z5CXLbXz7bB_78cd87cl0NGijPY6h1jq1nW58mTpDuYFM-dwpQrbJc1stemDfrvFGZLcYQuglV-LMLJpyvbYsZMYbzzgGefr5cP-rtaKacePonwDBM3Gmg7Pa2IWU4Sgom6c1gsDge7x7_wyhSPKWMb7e/s2560/Figure%204.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="2560" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis29MTjQwv7tqzpjAPs6f-ach_7qxYGB9Qj7-Z5CXLbXz7bB_78cd87cl0NGijPY6h1jq1nW58mTpDuYFM-dwpQrbJc1stemDfrvFGZLcYQuglV-LMLJpyvbYsZMYbzzgGefr5cP-rtaKacePonwDBM3Gmg7Pa2IWU4Sgom6c1gsDge7x7_wyhSPKWMb7e/w640-h360/Figure%204.jpg" width="640" /> </a></div><div class="separator" style="clear: both; text-align: center;"><b><span style="font-size: medium;"> </span></b></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-size: large;"><b>The two Boards are the Before and After. In the lower right-hand corner is the Mic Amp shown today. The Audio Pre-Amp is directly above it -- same circuit.<br /></b></span></div><div class="separator" style="clear: both; text-align: justify;"><b><span style="font-size: medium;"> </span></b></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQfe9tRVg8B8D8rBBxYzONwYo2XKFi2QXBEcxK2JhUTN38cXFbgRcjR_9LILD0UWF5k0yexawKXIshhAIvGhSBB7tourJsI-uvq46LWeVOcEDNS6JmrZs_cwnX8eAUb08K5CDzKxDx-PQHXvrf6suI69-ZM9roafDS2IiDtI_Cfpq5fEbHM0w6bqIQupfW/s1280/Figure%203.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQfe9tRVg8B8D8rBBxYzONwYo2XKFi2QXBEcxK2JhUTN38cXFbgRcjR_9LILD0UWF5k0yexawKXIshhAIvGhSBB7tourJsI-uvq46LWeVOcEDNS6JmrZs_cwnX8eAUb08K5CDzKxDx-PQHXvrf6suI69-ZM9roafDS2IiDtI_Cfpq5fEbHM0w6bqIQupfW/w640-h360/Figure%203.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMzPFzXmRqQAlqqmzPxMZyl9epdsKn0J6hm9zYhPBcisRmtFDGs2kDf3mHY2wg2NqB8Hgv41v8E6WNNyAmTTIBSSN3KJvviJbGh2FisxGxFVTV_Q9KfjVeROZdsMyWSBdSFlMxHbTq4ZeVTOumYbV9sb9ajcnbgms-E-MwPIjYB1kqMzSMDOHePftgORV-/s2560/Figure%205.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="2560" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMzPFzXmRqQAlqqmzPxMZyl9epdsKn0J6hm9zYhPBcisRmtFDGs2kDf3mHY2wg2NqB8Hgv41v8E6WNNyAmTTIBSSN3KJvviJbGh2FisxGxFVTV_Q9KfjVeROZdsMyWSBdSFlMxHbTq4ZeVTOumYbV9sb9ajcnbgms-E-MwPIjYB1kqMzSMDOHePftgORV-/w640-h360/Figure%205.jpg" width="640" /></a></div><b><span style="font-size: large;">The Before and After for the Bottom Board</span></b><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Taking on an SMD project was an excellent exercise for me as it gave me an insight in what was needed to be done to make SMD successful. An example -- we think nothing when using through hole parts of taking our SIGLENT 200MHz Digital Storage Oscilloscopes (DSO) and clipping on to a resistor or capacitor for test purposes. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Not so easy to do with SMD. So now I add a small lead stub at a critical junction so you can clip on to that as a test point. Yet another trick is the tombstone cap. I simply take a 10nF SMD cap and solder it vertically to a pad, so it looks like a tombstone but provides a test point. <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Key with SMD is to start with a small project where not many parts are involved yet is a useful circuit. The small project is a skill and confidence builder.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Single transistors used as audio amplifiers are a great starting point. The next circuit can be used as a standalone Microphone Amplifier or as an Audio Pre-Amplifier stage driving a LM-380N-8 Audio Integrated Circuit. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPwMo2IRvBkGSWx1MjWC_SAoDIOGOdacx67y_KjdY7yowrTAk7fTS9VJTriqkt08rgGDNiwl2APc3grmWanIg0ClSIH5B_BcWjBceag2emr8XH5Ii3pJZuAhO31Wh1hV7UYeNQyuckrXO5TTiSjFpi59IHjX1vC9MhpbrGoIFhUTtlFRC_IolhjxYimQw_/s929/Screenshot%202024-03-09%20at%2006-35-55%20QQ1015_LBS-II.qxd%20-%20QQ1015_25-29d%2057238%20.pdf.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="929" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPwMo2IRvBkGSWx1MjWC_SAoDIOGOdacx67y_KjdY7yowrTAk7fTS9VJTriqkt08rgGDNiwl2APc3grmWanIg0ClSIH5B_BcWjBceag2emr8XH5Ii3pJZuAhO31Wh1hV7UYeNQyuckrXO5TTiSjFpi59IHjX1vC9MhpbrGoIFhUTtlFRC_IolhjxYimQw_/w640-h274/Screenshot%202024-03-09%20at%2006-35-55%20QQ1015_LBS-II.qxd%20-%20QQ1015_25-29d%2057238%20.pdf.png" width="640" /></a></div><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">On the left we have the schematic and on the right a SMD version using my Island Squares approach. I have a CNC so creating these small squares is just punching the start button using a stored program. But you can purchase a built pad of squares from <a href="http://qrpme.com/?p=product&id=MeSl">W1REX.</a></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">BTW check the LT Spice simulation below as I have improved the circuit constants for the 2N3904 Audio Amp stage. The output is flat from about 300 Hz to 60kHz. R6 is normally a 10K pot.<br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><img height="305" 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" width="640" /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">You must prepare for SMD in several critical areas. The first is have a proper workstation with good lighting and room to spread out the parts and tools. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Speaking of tools, you will need some tweezers, a head band magnifier and a temperature-controlled soldering iron suited for SMD work. That, my friend, is not an 80-watt job bought at Radio Shack as a part of a going out of business sale.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">One excellent tool is a cookie tray about 9X12. Slip a piece of white typing paper in the tray and then put your circuit board on top of the white paper. The tray catches the flying parts and the white background highlights black parts that jumped off their pads.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Another preparation is to search You Tube videos that give tutorials on how to solder SMD parts.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Give yourself a break! SMD parts come in various sizes and initially opt for the 1206 size which are big SMD parts. The 0408 size are almost impossible to see. Also, when ordering resistors pay attention to the wattage. For most solid-state circuits, we use the 1/4-watt resistors which are adequate. Many SMD resistors are only rated for 1/10 watt or less. I found this out the hard way on the LBS II. I did install some underrated resistors and we had the mushroom cloud extravaganza. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">You also must take a technique from our military snipers where control of breathing is critical. I have learned to hold my breath when I make the 1st application of solder to a part. The size of the solder is also critical and no RoHS solder --it won't stick. Get the thinnest size you can find from Jeff Bezos (Amazon). </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">You are being given some sage advice and that is if you want to continue "brewing your own" the methodology and parts are shifting to a different form. We see that already in that the new good stuff is in SMD. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">This is not simply bending the feeler wires to find cans with no labels on a fast moving can line but a new detection method to catch all of the cans without a label. [A reference to an earlier post about finding cans of soup without a label on a production line.]</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The W1REX small pads will work for most applications but soon you will need to think about a small CNC mill to make circuit boards. Mills can be found on Amazon for less than $200. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I am looking at you the blog readers and see those who are saying I have a large stock of leaded 2N3904's so I am good. That very likely is true if you only want to build a single design from old. But if you want to venture out and build new designs then likely that stock of 2N3904's is woefully inadequate.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Time to learn something new!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-70989116852778274062024-03-09T05:31:00.000-08:002024-03-09T06:04:45.306-08:00March 9, 2024. More Old Shoes.<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">As a follow on to yesterday's post here is a radio built out of wood. Well, the front, back and side panels are hobby craft wood, but the rest is hardware.</span><br /></h1><p style="text-align: left;"> </p><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I used to have a stash of small aluminum panels but when that dried up, I tested the use of thin gauge plywood available from JOANN Fabrics. This project was a test of that concept. <br /></span></div><p style="text-align: left;"> </p><p style="text-align: left;"> </p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3vkbXpvpKlj_-fPLjWX-tu-qRbVrQdAGCM7IlIkCVVt46xuz9Xk3eBE3zHKldFudWyRhHVJmr4P6VNYoVDqdlzlsQAQQOk8-a_C20CRKWmySxjazf1sLB6FINgd2PTuaeC0o029m_axUgdBP46EVDnES2zYjuIUnva52YeHuJvQstx9aFS8jv3zYsvk6M/s2828/20190126_073840.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="2828" height="554" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3vkbXpvpKlj_-fPLjWX-tu-qRbVrQdAGCM7IlIkCVVt46xuz9Xk3eBE3zHKldFudWyRhHVJmr4P6VNYoVDqdlzlsQAQQOk8-a_C20CRKWmySxjazf1sLB6FINgd2PTuaeC0o029m_axUgdBP46EVDnES2zYjuIUnva52YeHuJvQstx9aFS8jv3zYsvk6M/w640-h554/20190126_073840.jpg" width="640" /> </a></p><p style="text-align: center;"><span style="font-size: large;"><b>20X4 Juliano Blue LCD </b></span><br /></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">This radio uses two crystal filters one for LSB and the other for USB. As such the BFO is at 9 MHz and the filter center frequencies of the filters are spaced above and below the BFO. Don't get excited -- if you ever owned a Drake TR-3 or TR-4 this is SOP. </span> </p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The only metal I had was a piece big enough to house one 4X6 piece of PCB board. This led to stacking two boards using 1 inch aluminum spacers between the boards. What can't be seen in the photos is the second board which houses the IF Module and ADE-1 Mixers along with the switchable two crystal filters. </span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">At one time a company in Israel was selling a surplus board with three KVG filters: USB/LSB and AM all for $33 on eBay. That was source for the SSB filters. </span></p><p style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The KVG filters are often seen in W7ZOI projects like the 20M SSB QRP transceiver of 12/89 - 1/90 in QST. </span></p><p style="text-align: justify;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpvbdKwnN2V9eXojVhiTNTtjWDCQZTo44cE3k-JhPE6R__bpZi4eegglcgakvHZno-SgrOPIF3357f3W25Ns-4_9J7tGe5ryGTKuTXaLl36QbrJ6ktNkyCfIlJ4ZEzjwEZLoGRB2b8MqVUAU3FOjSND-x9xO9OwrnFessKXWuQ1Ag3s0vxr9gqVRFhd4cy/s3264/20190126_070930.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpvbdKwnN2V9eXojVhiTNTtjWDCQZTo44cE3k-JhPE6R__bpZi4eegglcgakvHZno-SgrOPIF3357f3W25Ns-4_9J7tGe5ryGTKuTXaLl36QbrJ6ktNkyCfIlJ4ZEzjwEZLoGRB2b8MqVUAU3FOjSND-x9xO9OwrnFessKXWuQ1Ag3s0vxr9gqVRFhd4cy/w480-h640/20190126_070930.jpg" width="480" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The back apron presented some special problems as wood is not a good heat conductor and is an insulator. Thus, a large rectangular hole was cut in the wood panel and a heat sink installed using small "L" brackets. The front and back wood panels are mounted to the aluminum base plate using aluminum 1/2-inch angle stock.</span></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggONkfsgkCfHbcLYCnDpR0xCyg4XpN05ILxADK0NNuHE91Mh4KsbtHRIBCVEHWxUG85lEaaCakJcm_Mj6eOHUml7rABMmTK3KakY2qfWk4QRNmuzxL7OLyKVbu8TtBdzbIX8kxSyyTx3qaYaj724y9_ggaSJqpD9b1g28Lekjgg_pPdlR1knpU_FchehvE/s3264/20190126_072213.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggONkfsgkCfHbcLYCnDpR0xCyg4XpN05ILxADK0NNuHE91Mh4KsbtHRIBCVEHWxUG85lEaaCakJcm_Mj6eOHUml7rABMmTK3KakY2qfWk4QRNmuzxL7OLyKVbu8TtBdzbIX8kxSyyTx3qaYaj724y9_ggaSJqpD9b1g28Lekjgg_pPdlR1knpU_FchehvE/w640-h480/20190126_072213.jpg" width="640" /></a></div><div><br /></div><div><br /></div><div style="text-align: center;"><span style="font-size: large;"><b>Check out how thin the plywood is.</b></span></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHpwskOMSrrrkd9lvMjDbjJP7fadbz2EIpa3AeQM778cPIhYcfG9KYil2fTDU3PIptjUd6WQnKSMl7zRuLT3b3zdmwdh2hBw6gk9n2L6c0c4kemiFgGp9o_oRr2I74dy0-T3KuG9_rDXWn16aQGoSx0Dxe9ldFNxsgOZ-bc8-0hf-DnktXA1Bf44nOoWF-/s3264/20190124_203210.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHpwskOMSrrrkd9lvMjDbjJP7fadbz2EIpa3AeQM778cPIhYcfG9KYil2fTDU3PIptjUd6WQnKSMl7zRuLT3b3zdmwdh2hBw6gk9n2L6c0c4kemiFgGp9o_oRr2I74dy0-T3KuG9_rDXWn16aQGoSx0Dxe9ldFNxsgOZ-bc8-0hf-DnktXA1Bf44nOoWF-/w640-h480/20190124_203210.jpg" width="640" /></a></div><br /><p style="text-align: center;"><span style="font-size: large;"><b>Initial Wiring of the Rig</b></span></p><p style="text-align: center;"><span style="font-size: large;"><b><br /></b></span></p><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Observe the lower left corner where the microphone jack is installed. That hole is 3/8 inch in diameter and too close to the edges. This would eventually fail. So, the engineering solution was two small aluminum plates that were installed behind the hole and in front of the hole. This was like a sandwich cast and problem solved. Thin Plywood is cool but can be very fragile.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">A medium dark wood stain would have been the lipstick on the pig but looks cool in the naked mode.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Friend N2CQR often use the wooden craft boxes available from Michaels for enclosures so I am not plowing new ground. My approach uses an aluminum base which insures a solid ground plane and foundation for the wood panels and wood side braces. Speaking of the sides they are 1X1/4 inch and 10 inches long. Small brass wood screws affix the side braces to the front and back panels.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Of note the digital electronics are mounted vertically using the 20X4 LCD mounting holes. We also spaced things so my Fat Fingers could operate the controls with a good grip on the main tuning knob. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Just a test of a concept and it appears thin plywood is a suitable substitute for metal or PCB panels.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Keep on soldering!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-47761816071588444782024-03-08T06:28:00.000-08:002024-03-08T11:56:43.529-08:00March 8, 2024. When all you have is an old shoe.<h1 style="text-align: justify;"><span style="font-family: georgia;"><span style="font-size: x-large;">With 3D printing some old bugaboos are soon dispelled with delivering a high quality finished looking project. I don't have a 3D printer, but some blog readers do. Just like I have a CNC, but most ham</span><span style="font-size: x-large;">s do not.</span></span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So where is this going -- well sometimes all you have is an old shoe and how do you turn what looks like crap into a nice-looking rig suitable for display on your operating desk. That is our journey for today. Lots of photos so you don't have to read much.</span></h1><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Simple SSB Transceiver came about when I asked myself about how I would design a new rig that was not a warmed over Bitx. Not that there is anything wrong with a Bitx -- it is just I wanted <b><i>my imprint</i></b> on the design and the challenge to do it using only 10 devices. I was successful and later on that same challenge to myself was to do it with only 7 devices. That challenge was successful and resulted in the P3ST.</span></div><h1 style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoUL86kppUYFwAEHXCELs9LRo2kMvNTi4_SEnoudkci9nR7TT-RjMaHt6NkWMq_F60ikZ3zgybBFINlu1o3GmqoSU2ov_upNlHA3zlu9WR3SCRyTgNk4o-DnRTmkVh7hHE6JSXgOi2BsehTGE_48QZht_nhUBzafcpT9vzEKfg8tnyjCPaN4BfO-odKmZ6/s3264/20190213_132845.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoUL86kppUYFwAEHXCELs9LRo2kMvNTi4_SEnoudkci9nR7TT-RjMaHt6NkWMq_F60ikZ3zgybBFINlu1o3GmqoSU2ov_upNlHA3zlu9WR3SCRyTgNk4o-DnRTmkVh7hHE6JSXgOi2BsehTGE_48QZht_nhUBzafcpT9vzEKfg8tnyjCPaN4BfO-odKmZ6/w640-h480/20190213_132845.jpg" width="640" /></a></div></h1><div style="text-align: center;"><span style="font-size: x-large;">The Simple SSB Transceiver</span></div><div style="text-align: center;"><span style="font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL32WhP9TgT3X4_SFWg4FZW3OtdrAzHnbS1NktDKuTWg6K2kwY3g6nRcNu2k3LU6mv99X7Dj2W9p-qTO16quCB_rNaeDZJrYDeRx5z0u2iNmiYHbalLnabcigg9l5T6W0WbKPIOAE53Icn4V23Nzf2GgfS52ESg8MlIqeD1YC9tnxVyv8Qi70igEnjgonh/s1280/Pete's%20Simpe%20SSB%20Transceiver.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL32WhP9TgT3X4_SFWg4FZW3OtdrAzHnbS1NktDKuTWg6K2kwY3g6nRcNu2k3LU6mv99X7Dj2W9p-qTO16quCB_rNaeDZJrYDeRx5z0u2iNmiYHbalLnabcigg9l5T6W0WbKPIOAE53Icn4V23Nzf2GgfS52ESg8MlIqeD1YC9tnxVyv8Qi70igEnjgonh/w640-h360/Pete's%20Simpe%20SSB%20Transceiver.jpg" width="640" /></a></div><br /> </span></div><div style="text-align: center;"><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">At this point I should note that the Simple SSB Transceiver was taken up as a Club Project by The Vienna Wireless Society where some 15 units were fabricated. [<span style="color: red;">Now for a bit of irony and a twist of fate. One of the VWS Club members who built this project initially started by building a prototype set of boards. Recently he took those boards and replaced the 9MHz Filter with a homebrew 45MHz, 28kHz wide filter. Then using those prototype boards, he successfully homebrewed a copy of the SBitx, a SDR version of the Bitx. Indeed, a twist of fate.] </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">But what was not previously divulged was that the actual rig was built from a bunch of "old shoes" (a metaphor). Basically, I used what I had in the junk box and from the scrap pile. This also presented some technical challenges beyond the circuits. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">My opinion, but I think the front panel looks pretty cool with the 16X4 Green LCD and the yellow background panel. The ergonomics of my Fat Fingers have been addressed in that the main knob is easily gripped without bumping into other controls. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I could lead you into thinking this was all by design that required many hours of noodling. Well, the truth is that the front panel was formerly the front panel (cut down) of the 30M CW transceiver previously shown on this blog. (I hated that project.)</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The move to the 16X4 LCD was to cover over (by cutting out) some former holes. While I was at it, I added a 2nd VFO to the sketch as I needed something to fill the LCD Screen.</span></div><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"> </span></h1></div><h1 style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_8WVlZs_qOpgl3-pHIMzZLVYPhM05msZxz-5KAJ84DxpsJ9g18KKyQCJeFdg5yDi7x6NptWe9wTUMWO9Do04mZujI9fxakNcFW2eC6fPGmtydzfSAVJAoVnIdQRYHJUXLgYmYt6K23vedwJ9VQrIUSPXTRejbNWS3-862ar3Q6YFIWEI__HDwlnED7pmu/s3264/20190208_174904.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_8WVlZs_qOpgl3-pHIMzZLVYPhM05msZxz-5KAJ84DxpsJ9g18KKyQCJeFdg5yDi7x6NptWe9wTUMWO9Do04mZujI9fxakNcFW2eC6fPGmtydzfSAVJAoVnIdQRYHJUXLgYmYt6K23vedwJ9VQrIUSPXTRejbNWS3-862ar3Q6YFIWEI__HDwlnED7pmu/w640-h480/20190208_174904.jpg" width="640" /></span></a></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">Above is the bare front panel and two of the former holes in the panel needed a fill. In the lower right-hand corner, one hole became the home for audio phone jack and the hole to the right of the Microphone jack was filled with a 4-40 bolt and nut --it serves no purpose other than to fill a hole.</span></div><span style="font-family: georgia; font-size: x-large;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvULgXgaNovU7hVdiyM2aat4sPWOmPHjvB7NDclqodfQDt63IfNZkLB5gMSqI0lUTbuDbr_x5U7JkvBdk6nDykPrK8lr9klfpCZfo3i12H98vIm_Utrhkt5bIDvWLXuqLy7nSYJAOmNT65EYW4wKZfFJm_sngLb7LQbaicBBbgmRsGaz-zaNBpvyY7opxy/s993/Labeled%20Arduino%20Install.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="705" data-original-width="993" height="454" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvULgXgaNovU7hVdiyM2aat4sPWOmPHjvB7NDclqodfQDt63IfNZkLB5gMSqI0lUTbuDbr_x5U7JkvBdk6nDykPrK8lr9klfpCZfo3i12H98vIm_Utrhkt5bIDvWLXuqLy7nSYJAOmNT65EYW4wKZfFJm_sngLb7LQbaicBBbgmRsGaz-zaNBpvyY7opxy/w640-h454/Labeled%20Arduino%20Install.jpg" width="640" /></span></a></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">An attempt to conserve valuable space behind the panel resulted in mounting the digital electronics behind the LCD. 6-32 aluminum spacers fitted to the LCD mounting holes provided 4 mounting points for a sub-panel to contain the Arduino Uno and Si5351. This conserved a huge amount of horizontal space behind the front panel.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyWlXzNEQIEUe-LrD2c22aTelF6zYaoMu3YJ2FA4nl9KMXdcBiTsykKy-Rf1SbhFdl6ft0xdUXGt5QGg3GK62NtgLJLiT7g_qktwkr2OBwbMRk6FLYj3leLIczYnVYpLkJoP0ZvfvWoF7Tz7dO_kfYrEs6YD1Gsa0q5yWqFNueN7DC2sUtKGnwf4Mlbaaa/s3264/20190211_150514.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyWlXzNEQIEUe-LrD2c22aTelF6zYaoMu3YJ2FA4nl9KMXdcBiTsykKy-Rf1SbhFdl6ft0xdUXGt5QGg3GK62NtgLJLiT7g_qktwkr2OBwbMRk6FLYj3leLIczYnVYpLkJoP0ZvfvWoF7Tz7dO_kfYrEs6YD1Gsa0q5yWqFNueN7DC2sUtKGnwf4Mlbaaa/w640-h480/20190211_150514.jpg" width="640" /></span></a></div><div><span><span style="font-family: georgia; font-size: x-large; font-weight: 400;">The Plessy Module with ADE-1's</span></span></div><div><span><span style="font-family: georgia; font-size: x-large; font-weight: 400;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIHukgzZMv1uXfbjCQLSNJLgwoJY8E_UZigARG_haay1-M3TPressD1_P7t8XTogDMmNefnfqoFE0NCbRu4vDtAnzHJ8CzOwjfslfQmeo3KFIyWZVpcYAO37IQg1SztoD5eGbKrBqNSNoxkeHfjwiO8kneBmk3b_nyaFWekFO15Km-xuBamv1CrLHS9qto/s3264/20190211_160000.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIHukgzZMv1uXfbjCQLSNJLgwoJY8E_UZigARG_haay1-M3TPressD1_P7t8XTogDMmNefnfqoFE0NCbRu4vDtAnzHJ8CzOwjfslfQmeo3KFIyWZVpcYAO37IQg1SztoD5eGbKrBqNSNoxkeHfjwiO8kneBmk3b_nyaFWekFO15Km-xuBamv1CrLHS9qto/w640-h480/20190211_160000.jpg" width="640" /></span></a></div><div><span><span style="font-family: georgia; font-size: x-large; font-weight: normal;">Several Small Assemblies vertically mounted on Angle Stock</span></span></div><div><span><span style="font-family: georgia; font-size: x-large; font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;">Unknown at the time, the above three circuits represented a technical challenge and later I will describe the simple fix. Note the BPF on the right.</span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXpF13YAZPTTcM2NkQOMsvcimcR3RKiyYOmgfUQCo8YXwxy2DvZBKCZ9tjYeUFMVgVuCDGyQnzeTLjgsSnRgHwjxf4UVc1UwfoBzkdS7vJYYNSMHFlps8UVtc1-3bHM7rjQp7iSW2T13iXVy7BSh7dWenThb5Wt53E4NBYMD4ctrc_bCvY4c96j9iobTJm/s3264/20190217_135622.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXpF13YAZPTTcM2NkQOMsvcimcR3RKiyYOmgfUQCo8YXwxy2DvZBKCZ9tjYeUFMVgVuCDGyQnzeTLjgsSnRgHwjxf4UVc1UwfoBzkdS7vJYYNSMHFlps8UVtc1-3bHM7rjQp7iSW2T13iXVy7BSh7dWenThb5Wt53E4NBYMD4ctrc_bCvY4c96j9iobTJm/w640-h480/20190217_135622.jpg" width="640" /></span></a></div><div><span style="font-family: georgia; font-size: x-large; font-weight: normal;">The Back Panel ~ Scrap metal from a former rig!</span></div><div><span style="font-family: georgia; font-size: x-large; font-weight: normal;"><br /></span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIp5mvSj2UlUlMsxhrWB_X8dNM07OyEAMLx-G3cxsPy0kQ3xme76dVbjLcp_4LV0QZPsd6T5zutUBEb3qjqm8r9eqv4pvxFu3rdDfLpTvoPSIWMnO_DRJDhuEsLBHBpbPckpN1THNRoTA2LwMOTHM99HKqKXOVc1_2rdsXHlRgD8rO8WoOJXBkLmE9CTO-/s3264/20190217_095426.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="2448" data-original-width="3264" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIp5mvSj2UlUlMsxhrWB_X8dNM07OyEAMLx-G3cxsPy0kQ3xme76dVbjLcp_4LV0QZPsd6T5zutUBEb3qjqm8r9eqv4pvxFu3rdDfLpTvoPSIWMnO_DRJDhuEsLBHBpbPckpN1THNRoTA2LwMOTHM99HKqKXOVc1_2rdsXHlRgD8rO8WoOJXBkLmE9CTO-/w640-h480/20190217_095426.jpg" width="640" /></span></a></div><div><span><span style="font-family: georgia; font-size: x-large; font-weight: normal;">The sides were made from galvanized flashing ~ Home Depot.</span></span></div><div><span><span style="font-family: georgia; font-size: x-large; font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;">To provide a rigid mounting for the front panel I made triangular shaped side panels and the hypotenuse side was "hemmed over" to add stiffness. This galvanized metal about the size of a sheet of paper cost about $1 a sheet at Home Depot and is easily cut with Tin Snips and bent in a vise.</span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;"><br /></span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;">Now to the resolution of the technical problem. If you look in the photo above, you will see a remnant of a price sticker (small piece of sticky paper) on the galvanized metal. Right behind that is the band pass filter seen in an earlier photo with the small three circuit boards. </span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;"><br /></span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;">When you put the left side panel on the assembly the BPF coils were so close to the galvanized steel that they became de-tuned. Since the board was vertical -- no way to tune the trimmers. About a minute of thought and a return to a "tool of old". I have a set of Greenlee Chassis punches including one that is 1.25 inches in diameter. Boom I cut a perfect round hole in the side panel and now with that hole could have access to the trimmers. Simple solution!</span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;"><br /></span></span></div><div style="text-align: justify;"><span style="font-weight: normal;"><span style="font-family: georgia; font-size: x-large;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJWiUYg1YZNAAZpWlrK2Mg6r3aQNDlIgCdgUwvwyrB1zrSBwUQgxIt5g983duzWOf_-OKLYvMdA-gzWbCqfNaYBSgpr6lBVUBwF87ZWi9DIoAX16_lHwFCyDAvMUPz4ptrkgp6xrxlvlfrwQ2-io2U66Tr2V8tJMACGeHNQKKd3ZAOIh7z5z0K0bdZYM7/s2436/Driver%20Final.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: georgia; font-size: x-large;"><img border="0" data-original-height="1225" data-original-width="2436" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJWiUYg1YZNAAZpWlrK2Mg6r3aQNDlIgCdgUwvwyrB1zrSBwUQgxIt5g983duzWOf_-OKLYvMdA-gzWbCqfNaYBSgpr6lBVUBwF87ZWi9DIoAX16_lHwFCyDAvMUPz4ptrkgp6xrxlvlfrwQ2-io2U66Tr2V8tJMACGeHNQKKd3ZAOIh7z5z0K0bdZYM7/s320/Driver%20Final.jpg" width="320" /></span></a></div><div><span style="font-family: georgia; font-size: large; font-weight: normal;">The Driver and Final Boards Fill the Back Panel.</span></div><div><span style="font-family: georgia; font-size: large; font-weight: normal;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: 400;">Just to round things out, the Microphone amp and the Audio amp were small circuit boards vertically mounted on a piece of angle stock along the right side of the main Plessey board.</span></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">I can say with certainty there were a lot of old shoes used in the project but if you look at the front panel you would never know that much of the physical construction aside from the electronics was nothing but recycled and repurposed stuff. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">Hopefully there was some tribal knowledge tips of use to the blog readers.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">Pete N6QW</span></div><span style="font-family: georgia; font-size: x-large;"><br /></span></h1>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-75131361345774392922024-03-07T05:24:00.000-08:002024-03-07T09:56:48.087-08:00March 7, 2024. Some Old School Circuits<h1 style="text-align: justify;">As a follow on to yesterday's SSB transceiver resurrection here are some details on a couple of circuits from that era of my radio fabrication.</h1><div style="text-align: justify;"><span style="font-size: x-large;">Firstly, I always build in Modules which has several really desirable features. The big plus is troubleshooting, as you can easily isolate a module that has a hiccup. The second, almost as big as the first, is experimentation and upgrading.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">The first circuit I will soon describe is straight from the LBS (Lets Build Something) project which I co-authored with Ben, AI6YR. The whole thrust of that project was to build a working SSB transceiver that could be undertaken by those new to the hobby. Using readily common parts and a with simplified design, it was aimed at encouraging homebrewing.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">The LBS which appeared in QRP Quarterly (10 years ago) was undertaken by a radio club in Canada and one of their radios won a prize at FDIM (Four Days In May at Dayton). </span></div><div style="text-align: center;"><span style="font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEharRNPsKNVJKUCyraeg7LQBSpyJqH4EUxEA7ru6MHKzQ5UbbQxPvkdlg7WvrtjHJoEMGd-colvcK53SOYqDEVn90_awHHC33MsoVUOHtjDSWWnubBvVi0cmsG4SCgONMlm9p4a3DPnV9sFI2jugGNJwRqwqMg58-6-Mvdf2nfpFMzeU4gMVTROfJFjRVFI/s1280/Fig%205.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEharRNPsKNVJKUCyraeg7LQBSpyJqH4EUxEA7ru6MHKzQ5UbbQxPvkdlg7WvrtjHJoEMGd-colvcK53SOYqDEVn90_awHHC33MsoVUOHtjDSWWnubBvVi0cmsG4SCgONMlm9p4a3DPnV9sFI2jugGNJwRqwqMg58-6-Mvdf2nfpFMzeU4gMVTROfJFjRVFI/w640-h360/Fig%205.jpg" width="640" /></a></div>Bi-Directional Amplifier using 2N3904's.<br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD4WySHZr9kFh8ugUAoJi43es2zd5gdhGr-5Mne-X4lznQqENqKrRLSG5hTsD7s4JgSnGRozi42vlqTfUBKDsRcb1mjqNEZU17HWq9KltohAiLl6NhPtJpWrgmnup6mQWhZuHcvqkVNc-RGpOrBpJ6iqkrNiLf_1gKKlTd8Iwq0e0xFDYxZjBWJQDRBTyz/s1457/20141112_144812.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1062" data-original-width="1457" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD4WySHZr9kFh8ugUAoJi43es2zd5gdhGr-5Mne-X4lznQqENqKrRLSG5hTsD7s4JgSnGRozi42vlqTfUBKDsRcb1mjqNEZU17HWq9KltohAiLl6NhPtJpWrgmnup6mQWhZuHcvqkVNc-RGpOrBpJ6iqkrNiLf_1gKKlTd8Iwq0e0xFDYxZjBWJQDRBTyz/w640-h466/20141112_144812.jpg" width="640" /></a></div>1/2 The Circuit and this amplifies Left to Right<br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">There is a subtlety to this design as the output is always terminated in 50 ohms using a 100 Ohm resistor and a 100 Ohm trim pot in parallel. The output is taken from the wiper on the pot. This provides a means of optimizing the stage gain to the next stage while keeping 50 Ohms as a termination for the amplifier stage. A pair of these are used as the Rx RF Amp stage and Transmit Pre-Driver.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">Relays controlled by the TR selects the correct amp for receiving or transmitting.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">I am not a fan of homebrew Double Balanced Mixers (DBM) and the reasons clearly come from anything that gets published by me will likely get undertaken by those new to homebrewing. Often the new builder neglects some key elements that are needed to have a successful DBM. Then the trouble starts.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">The first issue is the diodes and the need that they be matched. There are published videos by some notable hams that conclude you do not need to match diodes. I disagree and you do need matched diodes! The name itself Double Balanced Mixer connotes balance and that starts with closely matched parts. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">Taking a similar example if you are homebrewing a crystal filter you start by finding a number of crystals that are extremely close in frequency - no successful filter is built by having all of the crystals hundreds of hertz apart in frequency. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">Still another parallel argument for matched diodes is the audio phase shift networks using op-amps. The resistors must be precisely matched to the specified values. Even 0.1% tolerance resistors will not give a precise 90 Degree shift. Using 5% resistors puts you out in left field!</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">The next piece is the physical construction where often parts are tack soldered on glue down Manhattan pads that have no symmetry or balance to the layout. Crossovers and signal leakage are the issues. Double Balanced Mixers result when all aspects are in Balance.<br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">Finally, the construction of the Ferrite cores themselves requires a triple trifilar winding that should be evenly spaced around the core. To assure a coupling coefficient of 1, I twist the three wires with about 8 twists per inch. Multi-color wire keeps the wiring straight.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">For a little icing on the cake, I include a balance pot and a means (39 Ohm Resistor) to unbalance the DBM for tune up purposes. <br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4YeU6X6Fh_H91TKZfoLF4YBb5kUx-GjoSuL4T2bDEdnuTJzMonBpw3kVrcwfh2gJ86vakJE2dVm_hB5dfZIbZ1HDold8OZR5X_XNRTK43ArUwsI-hx_WYHDi5YxFs6VRen3GONDF-ZcMLrE3l2KSeeShyphenhyphen3m-sgYJXgCk2iyGO__QGAtVNXeK9L5PNJCTF/s1280/DBM%20Schematic%20R.1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4YeU6X6Fh_H91TKZfoLF4YBb5kUx-GjoSuL4T2bDEdnuTJzMonBpw3kVrcwfh2gJ86vakJE2dVm_hB5dfZIbZ1HDold8OZR5X_XNRTK43ArUwsI-hx_WYHDi5YxFs6VRen3GONDF-ZcMLrE3l2KSeeShyphenhyphen3m-sgYJXgCk2iyGO__QGAtVNXeK9L5PNJCTF/w640-h360/DBM%20Schematic%20R.1.jpg" width="640" /></a></div></span></div><div style="text-align: center;"><span style="font-size: x-large;"></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAcC-SS0KPfUCTNT-VaItXJLhzrP4aoylFso33GoaBFPp3O710oddp-obryfugg-HVOgPJAhOJ3I3GR4vqA449HBazJM19HvgLE27DvGhOPyxQmDGbbyr1WwiViSkFG21enLdEHFzEpI9qvp4hDqXKZECvY8OmplHySQhdzwgItWUTwWTU8gUy4IrGvT2P/s628/20141114_135807%20-%20Copy.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="424" data-original-width="628" height="432" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAcC-SS0KPfUCTNT-VaItXJLhzrP4aoylFso33GoaBFPp3O710oddp-obryfugg-HVOgPJAhOJ3I3GR4vqA449HBazJM19HvgLE27DvGhOPyxQmDGbbyr1WwiViSkFG21enLdEHFzEpI9qvp4hDqXKZECvY8OmplHySQhdzwgItWUTwWTU8gUy4IrGvT2P/w640-h432/20141114_135807%20-%20Copy.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipHFAEdmqcCYoO0sFN0_k2M-Nd1wXe3Cn2sL7lSnBLWqMYltOY3uhHhgEKree9Gg2E0dBMH_epoxpuFanS35FwHRiwdY6Eem36RPnOdmuG6NY1-csZfiQNThYfnkecq39uxIlIqqcMvssCXHBDTFfOWNSzktxJaJer5lFK30CPQ7i_wfXne2vinqvdLFSJ/s1264/DBM%20Diode%20Wiring%20(2).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="1264" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipHFAEdmqcCYoO0sFN0_k2M-Nd1wXe3Cn2sL7lSnBLWqMYltOY3uhHhgEKree9Gg2E0dBMH_epoxpuFanS35FwHRiwdY6Eem36RPnOdmuG6NY1-csZfiQNThYfnkecq39uxIlIqqcMvssCXHBDTFfOWNSzktxJaJer5lFK30CPQ7i_wfXne2vinqvdLFSJ/w640-h202/DBM%20Diode%20Wiring%20(2).jpg" width="640" /></a></div><br /></div><div style="text-align: justify;"><span style="font-size: x-large;"><span>Above is an Alternate Layout to achi</span><span>eve symmetry and minimize cross over wiring. If you look closely at the photo of the DBM build you will see the Red and Green Wires. This alternative arrangement will facilitate shorter connections to the matched diodes.</span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"></span></div><div style="text-align: justify;"><span style="font-size: x-large;"></span></div><div style="text-align: justify;"><span style="font-size: x-large;"></span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">Again, I dislike the homebrew DBM's not as a component in itself but the fact that new homebrewer's have difficulty building a high-quality unit and then I get emails about your circuit sucks. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">If after homebrewing a DBM you find the carrier suppression sucks then look at matched diodes, physical layout and evenly spaced wiring on your cores using twisted wires.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> <br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">There is a low pass filter so that only audio frequencies pass into or out from the 2nd Ferrite Core. On the side that says AF and Audio In/Out simply connect the output from the Microphone Amp and the Input to the Audio Amp at this point. Only one of these circuits are "ON" at any time thus they can be paralleled. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">The audio filter serves a very important function on transmit to limit the audio frequencies that ultimately gets impressed on your crystal filter. The 2.7kHz filter means just that -- anything above that falls outside the filter pass band.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">Next is the IF Module which uses the Plessey Amp circuit. Matching transformers are a must and for those that insist on building their own crystal filters it is important you know the Z in/out of your filter. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">If you follow the directions of the various filter software packages you will derive that number and then you need to build matching transformers to match to 50 Ohms for the Plessey amp. The Matching transformers also impact band pass ripple of the homebrew filter -- don't leave them out.<br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">Undoubtedly this is where the excitement builds to try out your $30 Nano VNA. That same matching transformer will be needed for your Nano VNA measurements. </span><span style="font-size: x-large;">For a simple homebrew ladder filter typically, the impedance is usually not less than 100 Ohms nor more than 300 Ohms. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">The transformers in the schematic below are 10 to 1 as it so happens the Filter is a Commercial Filter with a Z in/out of 500 Ohms. 19^2 =361 and 6^2 = 36. Thus 361/36 = 10:1. You can have two separate windings of 19 and 6 turns or a solenoid type winding of 19 turns tapped at the 6th turn. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4h56TmEZ2yazXw1HRLCqn5W3Ss4goDyGAUeM-UqquVhLOPr-CNbab_5zibBnjkDvHWObKxlvYtfvwcLphp5Onr4bom9DiBw9m3MT4fIppDp1la2vARN1FqhT1G_MpQD051kQQoaKx1XzhSvrd9Gl6CecJNyE34GtKgriDQ05rUHvMDXEVMqggNqzl4G-e/s960/Bi%20Lateral%20amp.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4h56TmEZ2yazXw1HRLCqn5W3Ss4goDyGAUeM-UqquVhLOPr-CNbab_5zibBnjkDvHWObKxlvYtfvwcLphp5Onr4bom9DiBw9m3MT4fIppDp1la2vARN1FqhT1G_MpQD051kQQoaKx1XzhSvrd9Gl6CecJNyE34GtKgriDQ05rUHvMDXEVMqggNqzl4G-e/w640-h480/Bi%20Lateral%20amp.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;"> Have fun and enjoy.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-size: x-large;">Pete N6QW </span><br /></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-66472101502294375082024-03-06T05:08:00.000-08:002024-03-06T05:08:37.393-08:00March 6, 2024. Back To Radios!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">With no time to spend on new builds, I am forced to look at some older radios that worked but not to what I would call my Left Coast Standard. </span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">This is a twofer project in that I fixed some problems with a radio. When I accidentally found a nice 5 MHz 6 Pole Homebrew Filter, I built but had misplaced, this was the icing. It was now my chance to bring an old radio back to life using a new filter.<br /></span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The end result is a two-band radio -- 20/40M with USB/LSB Switch Selected and a Tune Function. Nothing like hearing it up close and personal. Not as good sounding as the SDR but quite good.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFRbKVptRLU5hj4WyDoirK9-HqzHAGnGz4cYpTiAZSvh26MwQYawHsDD0mR1raYFM2H_MGssB1oDiW52PshIMvO40UaCxHGOgs27CWHh8RmL7gs3KJT-m_5cv7SL3sVrfqbs1Yzc2rjvl2ltfhbmY7YC5IHrHhw0BUAS5q4HMFNbkV-CLioToioi9dFfxq/s4000/20240305_191032%5B1%5D.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFRbKVptRLU5hj4WyDoirK9-HqzHAGnGz4cYpTiAZSvh26MwQYawHsDD0mR1raYFM2H_MGssB1oDiW52PshIMvO40UaCxHGOgs27CWHh8RmL7gs3KJT-m_5cv7SL3sVrfqbs1Yzc2rjvl2ltfhbmY7YC5IHrHhw0BUAS5q4HMFNbkV-CLioToioi9dFfxq/w480-h640/20240305_191032%5B1%5D.jpg" width="480" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/ZuQVS78NnVE" width="320" youtube-src-id="ZuQVS78NnVE"></iframe></div><br /><span style="font-family: georgia; font-size: x-large;">Main Video</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzaj2rajzxA__HKaZW-IQ0l_YklYUTjY3vDdQfHVydvvaS2tTp5icdTNyRkFc888VLSiSJcHMDHgPTzfhaudg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>FT-8</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi85GzQUEzAXeDLXreQSK5k-uNubFJ3qMOHZEJi7bHLGU0oRHvR6kAaJiZtm0rKs8MQn7-knRA3bDtiRv0lpsnQdoBgLhUFlly3AJAxjELfhcyLmBkwvhTJCzzyw4sCIQGbsZnxf2sZO11YzRRBWgRwFM_2Q_qMQh2JzKMv9IKm8o3fxnE8d-q5xBnz9cI8/s4000/20240305_191013%5B1%5D.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi85GzQUEzAXeDLXreQSK5k-uNubFJ3qMOHZEJi7bHLGU0oRHvR6kAaJiZtm0rKs8MQn7-knRA3bDtiRv0lpsnQdoBgLhUFlly3AJAxjELfhcyLmBkwvhTJCzzyw4sCIQGbsZnxf2sZO11YzRRBWgRwFM_2Q_qMQh2JzKMv9IKm8o3fxnE8d-q5xBnz9cI8/w480-h640/20240305_191013%5B1%5D.jpg" width="480" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWQCcfKaOglUfWwsd98zS3znYyQaFbXCF3G-W61-06IaasFGXOz0urlGpqlLyggqZph14k5ErDpPHDX12nrsehx6BA6Q6TeQPAUpc-P2Vy-iLrHe4PRb8VWSrTUkF2mdiYEWOKz-JZfGfZbJCYg3DHrLWtTCnlYK3k2J4KTf8KpkE1HdjN1B1ChD8RtOEr/s4000/20240305_191007%5B1%5D.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWQCcfKaOglUfWwsd98zS3znYyQaFbXCF3G-W61-06IaasFGXOz0urlGpqlLyggqZph14k5ErDpPHDX12nrsehx6BA6Q6TeQPAUpc-P2Vy-iLrHe4PRb8VWSrTUkF2mdiYEWOKz-JZfGfZbJCYg3DHrLWtTCnlYK3k2J4KTf8KpkE1HdjN1B1ChD8RtOEr/w480-h640/20240305_191007%5B1%5D.jpg" width="480" /></a></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">As with most of my radio builds of this vintage, it uses the Plessey Circuit with a bi-directional amp stage consisting of two identical 2N3904 amps. In transmit, one of the 2N3904's is the transmit Pre-driver and in the other direction the 2nd 2N3904 is the receiver RF Amp stage. A small pot in the emitter of both circuits enables setting individual stage gains consistent with optimum performance.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Microphone amp is a garden variety PNP transistor, and the Audio amp is a healthy NE5534 driving an LM380N (14Pin). The driver stage is the one out of EMRFD but modified by me and uses the 2N2222A driving a 2N5109. The Final is a standard IRF510 and good for about 6 watts on 40M.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I don't have a BPF or LPF installed for 20M but that is for another day. This radio when built used a large piece of PCB Board as the base and with an appropriate insulator kit is the heat sink for the IRF510. The surface area is about 100 square inches.<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Digital LO uses the Arduino Pro-Mini with a custom Si5351A built for me by a ham friend. It is smaller than an Adafruit Breakout Board and only has 4 I2C Pins plus the 3 SMA connectors.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Incidentally, last weekend using the HB SDR with the SB-200 (100 watts) I worked the contest on 40M. My best DX was Japan while also working about four Caribbean stations. I guess my Delta Loop likes the East/West propagation. <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">It was so nice to be able to break the pile ups with the SDR. I attribute that to plain luck but indeed a very nice sounding SDR radio does get a response.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW </span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-23454931424396576612024-03-04T07:10:00.000-08:002024-03-05T06:41:33.928-08:00March 5, 2024. Happy Seabee 82nd Birthday!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Today March 5th will mark the 82nd Anniversary of the founding of the US Navy Seabees! Can Do, their motto, is not simply two words but a concept that the impossible just takes a bit longer to accomplish! So, to all current and former Seabees -- a Very Happy Birthday.</span></h1><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFDHFjmUPkIJPmU9idEXixgfuDa_yuiyLrWp7WS0_8Ln-mXgoleiiR-sDPRWTgBdfwWlaN7nxYKa8Q_btqyXdRvs-OMz-R78FPOieTxduEXIVL4Tw8sUYcspxbSohJPd1B8aWwwwrBGuenUXkQqD5Foiv37s3DXSvLpkdzWzt_oL2rFBGHK2Pa3tJ7Mgru/s1637/Pete.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1187" data-original-width="1637" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFDHFjmUPkIJPmU9idEXixgfuDa_yuiyLrWp7WS0_8Ln-mXgoleiiR-sDPRWTgBdfwWlaN7nxYKa8Q_btqyXdRvs-OMz-R78FPOieTxduEXIVL4Tw8sUYcspxbSohJPd1B8aWwwwrBGuenUXkQqD5Foiv37s3DXSvLpkdzWzt_oL2rFBGHK2Pa3tJ7Mgru/w640-h464/Pete.png" width="640" /></a></div><span style="font-size: large;">1965 Chu Lai</span><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I am always proud to say I was in the Seabees and believe much of what I do is driven by that Can Do spirit!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggRZ4qMZvjgL8vbddZa-6x7D8EYTgCq06J9dLztjCPRTI159YltuWSIW4Skmse_MUjdJxQE0zj7ufzYTqdA9LreDqVobaTQKSqlh7jul-fCIr1pd4f-MIRIU30T3v0TZ2RmKlyHkPqCDzAdBDwNkVKcsENLbGUpi4ltVXdcXBZ2ur5iGMbKR8xVuwOEneM/s181/th%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="181" data-original-width="181" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggRZ4qMZvjgL8vbddZa-6x7D8EYTgCq06J9dLztjCPRTI159YltuWSIW4Skmse_MUjdJxQE0zj7ufzYTqdA9LreDqVobaTQKSqlh7jul-fCIr1pd4f-MIRIU30T3v0TZ2RmKlyHkPqCDzAdBDwNkVKcsENLbGUpi4ltVXdcXBZ2ur5iGMbKR8xVuwOEneM/w640-h640/th%20(1).jpg" width="640" /></a></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Regrettably I personally believe our nation has lost that Can Do spirit. We can't even get a budget approved without cliff edge drama and brinkmanship. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">From afar we must appear no longer as a nation ruled by law but as a nation driven by the rich and powerful special interest groups. We only need to look at SCOTUS and I will stop there. </span></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">No longer is it Can Do but the words Can't Be Done!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8RWucj7Sx3PnsTIT_a-s0MYnC20_Ck_Tkv8Dk-kv1Jk2DN49jyHiwdiFjXqLm4U2y1NnPsuDes4V5GeU2UvmM3R4KCSQG264-hH3F1dO8q5OINQvZd6blq1LmAtSBPPn8zl2clYpQLpLiwOPKFl2Q6JS5qpT5SE6p-G2W-Ggw3a5hO5e6FBnkuM9YFTAB/s1053/PRC47-Winter_NEW.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="999" data-original-width="1053" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8RWucj7Sx3PnsTIT_a-s0MYnC20_Ck_Tkv8Dk-kv1Jk2DN49jyHiwdiFjXqLm4U2y1NnPsuDes4V5GeU2UvmM3R4KCSQG264-hH3F1dO8q5OINQvZd6blq1LmAtSBPPn8zl2clYpQLpLiwOPKFl2Q6JS5qpT5SE6p-G2W-Ggw3a5hO5e6FBnkuM9YFTAB/s320/PRC47-Winter_NEW.jpg" width="320" /></a></div><br /><b><span style="font-family: georgia; font-size: large;">AN-PRC47 Our Main Comm Gear at Chu Lai</span></b></div><div style="text-align: center;"><b><span style="font-family: georgia; font-size: large;">Solid State, 20Watts SSB/CW and all Collins<br /></span></b></div><div style="text-align: justify;"><b><span style="font-family: georgia; font-size: large;"><br /></span></b></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-69072583504658416872024-03-03T06:44:00.000-08:002024-03-04T06:40:18.393-08:00March 3, 2024. From Whence Cometh Radio Innovation?<h1 style="text-align: justify;">When I was an Ensign in the US Navy often, I would get orders that just didn't make sense and I would say (under my breath) "Who in the hell thinks this stuff up?" Often the answer is surprising. As a Lieutenant I was surprised to find out the answer for one order. </h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The CO calls me up to his office one day and says to me "Pete, I want you to form a Seabee Band and with the best of the players a small Dance Band?" Aye, Aye Sir!</span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I did just that as it turned out it was not too hard to find quality musicians as being in the Seabee Band was the alternative to a mount out to South Vietnam. I found a Chief Petty Officer who played sax in Woody Herman's' band and so we had a key player.</span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The dance band was also formed, and their debut was opening night at the Port Hueneme Seabee Officer's Club. That is when I got my answer. It was the CO's wife! It seems the skipper and his wifey were former ball room dancers and she missed that venue to doing some serious dancing. You never know from whence the order comes.</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Thus, our subject of where radio innovation starts, and I sat down and prepared this chart.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5RuUMmkJRUlhzkTgFsgfgjPvxxjCViGRvnGXuNvozFdmZvXQxBUGb4sXJsAFatNKaO6mqoB6gLpRUM0vafouytbqsfa4GLRNepKyPJ3GJkIxxFz2TQGcgDuskcSefFNZN-O9r_pg3GOaXR8SC1J8R60zm6IJauYZaLV3u0Z6RiyMuq9Lj7KUAT92-Q3tr/s992/Radio%20Manufacturers.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="635" data-original-width="992" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5RuUMmkJRUlhzkTgFsgfgjPvxxjCViGRvnGXuNvozFdmZvXQxBUGb4sXJsAFatNKaO6mqoB6gLpRUM0vafouytbqsfa4GLRNepKyPJ3GJkIxxFz2TQGcgDuskcSefFNZN-O9r_pg3GOaXR8SC1J8R60zm6IJauYZaLV3u0Z6RiyMuq9Lj7KUAT92-Q3tr/w640-h410/Radio%20Manufacturers.jpg" width="640" /></a></div></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">This was an eye opener for me and likely I forgot some manufacturer, but this shows not the coastal guys, but the mid-west has the majority. One or two started in a garage and the rest is history. But that begs the question as to why.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I wondered about a company like Ten Tec who had a start-up in Tennessee (Dolly Parton Country) and formerly produced some high quality and innovative radio products. Having had some personal experience in setting up a manufacturing plant in Melbourne AK, I think I know why. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The answer is that the workers often came from a farm background where problems were aplenty, and they were the only path to solution. There was no help line or 800 number (which actually is in Indonesia). They had to figure it out -- and they did. I also think it was inherent in their upbringing about being self-sufficient and not giving up. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Sadly, today most on that chart are gone with only two who remain technical innovators one in the mid-west (FLEX Radio) and a left coaster (Elecraft). I am not certain if Ten Tec is still active under their new ownership so there may be a third. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">In case you wondered this is a Morrow radio receiver from Oregon.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1fDnmVsW4UhwQ0J-pwOhbw-vtOUZgbuRvp4uDA3gQsC_B4AGfajjAGU8QUkOEcLVDssUuIBeKFI6Q4F9MXHRxLy4wGJcE7-CjHCL6IXVLKwKTqZO29li5Mfjm2BHSr84oO_Po2WhcdvduTalLSjQqOn3_CQZTY-kBjJUMIfI0Df8X65uqrb6FVnfy-d7m/s273/OIP%20(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="234" data-original-width="273" height="549" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1fDnmVsW4UhwQ0J-pwOhbw-vtOUZgbuRvp4uDA3gQsC_B4AGfajjAGU8QUkOEcLVDssUuIBeKFI6Q4F9MXHRxLy4wGJcE7-CjHCL6IXVLKwKTqZO29li5Mfjm2BHSr84oO_Po2WhcdvduTalLSjQqOn3_CQZTY-kBjJUMIfI0Df8X65uqrb6FVnfy-d7m/w640-h549/OIP%20(1).jpg" width="640" /></a></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">In mind, the left / right coast "think tanks" like Stanford, Cal-Tech, Harvard and MIT may have come up with the theory part, but it is the mid-west who turned that theory into radios that even today are in use. (Gulp, my boat anchor stable includes Drake, Collins, Hallicrafters, Swan, Ten Tec, SBE and National.)<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW<br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"> </span><span style="font-family: georgia; font-size: x-large;"> </span><br /></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-82687586833862433052024-03-02T06:50:00.000-08:002024-03-02T06:53:07.192-08:00March 2, 2024. Crystal Set Exotica<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Some more stuff about Crystal Sets. Either this will further pique your interest or cause a severe case of nausea, vomiting, loss of sex drive and maybe even make you go bald.</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Crystal sets are like the Roaring 20's. Their entry onto the scene during the 1920's was exciting, vibrant and downright leading-edge technology. But in 1929 that all came to an abrupt end. For those in their 50's (born in 1970) likely the Roaring 20's and Crystal Sets mean nothing.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Thus, always a good idea to get some "skinny" (a term from my Navy days) about Crystal Sets and as usual Jeff Bezos is your friend. Buy this book through the Solder Smoke Daily News Blog.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Fvvxx5bC-5NUxad3F4zeBjtVUnd2LTYDtL3zaKMw6xcdiqGO0cjbGbxxzQdX0FUchO38RTdfWq3a-vDhivVSSpaKbMFNm1ahc6z5-2ByEEVloZA7i_9RBiXvoRorsKjoDTFSKDfkNYCvJrNkUPbcH5bFW3Am_BYvbk7PnzGJNAcNSGGowlBj28h8PbDE/s537/th.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="537" height="596" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Fvvxx5bC-5NUxad3F4zeBjtVUnd2LTYDtL3zaKMw6xcdiqGO0cjbGbxxzQdX0FUchO38RTdfWq3a-vDhivVSSpaKbMFNm1ahc6z5-2ByEEVloZA7i_9RBiXvoRorsKjoDTFSKDfkNYCvJrNkUPbcH5bFW3Am_BYvbk7PnzGJNAcNSGGowlBj28h8PbDE/w640-h596/th.jpg" width="640" /></a></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">There is a Xtal Set Society which promotes the use and advancement of Crystal Sets, and the above book (cheapest one I could find) has projects from that organization.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I have seen some pretty exotic crystal set circuits including lifting a diode bridge rectifier from a power supply and fitting it on to a pine board. Selectivity was an issue with simple tank circuits and some designs included a band pass filter.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZNN9U4cA0Ey-noeFYZwokZSwy_LVIn5dOvCPJYc8yRhOyG-I_YNZNeFaVOsz7NRe1OeIeNe-prST5O8CB-mBZ-BaA0euBQfllX3_wLj7HOv5LvlCxnnpYcLFS0VcW_92WZfafY8aLWdu16vZaZhTCXckDzPRiLx0UGkhyZWIcQAKkXvvtZThIW8w7SezC/s321/download.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="234" data-original-width="321" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZNN9U4cA0Ey-noeFYZwokZSwy_LVIn5dOvCPJYc8yRhOyG-I_YNZNeFaVOsz7NRe1OeIeNe-prST5O8CB-mBZ-BaA0euBQfllX3_wLj7HOv5LvlCxnnpYcLFS0VcW_92WZfafY8aLWdu16vZaZhTCXckDzPRiLx0UGkhyZWIcQAKkXvvtZThIW8w7SezC/w640-h466/download.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">This schematic above shows the BPF and two diodes. Driving a loudspeaker directly is a question mark.</span></div></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Or how about a two coil Crystal Set? Caution La and Ld should not be two widely spaced coils. For this to work they must be closely spaced likely on the same form with a small gap between the windings. Also, of import -- phasing of the windings would be a concern. I do not know the why of the design other than selectivity.</span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgthrAnhYjCMh3zRrRKzPHQBztf8fGYa5N5f1jlUFTdE3woggRMjWgsH3hehlzaLcuAwCXh_USkRDNDNHOoog88BUa1AV6SUsyFjkSGue9XAQV0_aw5dY9folj_Id4UH_CkXUrbVnww6pDkUuHJ2xwwHTj9wCAHZnCHhHU0_jgSZTC4McTXheqSgn0dZAoD/s305/OIP.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="234" data-original-width="305" height="491" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgthrAnhYjCMh3zRrRKzPHQBztf8fGYa5N5f1jlUFTdE3woggRMjWgsH3hehlzaLcuAwCXh_USkRDNDNHOoog88BUa1AV6SUsyFjkSGue9XAQV0_aw5dY9folj_Id4UH_CkXUrbVnww6pDkUuHJ2xwwHTj9wCAHZnCHhHU0_jgSZTC4McTXheqSgn0dZAoD/w640-h491/OIP.jpg" width="640" /></a></div><br /><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I have reached my gag level and long ago probably yours. But keep in mind simple circuits with few components yet capable of receiving radio signals.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: xx-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-12121550609052262492024-03-01T05:37:00.000-08:002024-03-01T19:33:49.474-08:00March 1, 2024. Crystal Sets and ARC-5 Radios<h1 style="text-align: left;"></h1><h1 style="text-align: justify;">Without fail, daily at noontime, on 7.204 MHz, the Jefferson Noon Net Convenes. The name Jefferson in itself is an interesting side trip. Long ago there was a group of<span> C</span>alifornians who wanted to split California in half. The lower half (where all the coastal lefties live) would retain the name California and the upper half, for those of the other persuasion would form a new state called Jefferson. I suspect some of the founders of that movement were also hams. Several years ago a ballot petition initiative was underway to make that happen but it did not go forward.</h1><h1 style="text-align: justify;"><span style="font-weight: normal;">I split my shift at the Board and Care Facility so that I am home during lunch time. Thus, I usually tune in this net if only to have some connection with ham radio, slim as that is. Today the net is non-political and offers signal reports and takes general information. If you check into the net, you are usually asked to answer the question of the day. </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">Within the past week here were two of the questions. 1) Did you ever build a Crystal Set? and 2) What was your first ham rig you put on the air?</span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">The day the Crystal set was the topic of the day I did not check in but in case you wonder what a crystal set is, it looks like this.</span></h1><h1 style="text-align: center;"><span style="font-weight: normal;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRzW9Ot_BLex8aLGJdgsjYGmLsvlurkDFYFUKGdQ7HFBBfU-6kHTTlrsu4CTuY4sc23zMVHmdCu-RIWQ44YDeznEf9Gwnn-7IgoVu7DLyy1oSCcIM-sdY34goPuVJqCu8tyd7u1zKXgV8M5cuCZUXhe1y3UzB1bOz4yqfmZY1NlbFP-4DNdi9adjDU5sx6/s234/Crystal%20set%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="216" data-original-width="234" height="591" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRzW9Ot_BLex8aLGJdgsjYGmLsvlurkDFYFUKGdQ7HFBBfU-6kHTTlrsu4CTuY4sc23zMVHmdCu-RIWQ44YDeznEf9Gwnn-7IgoVu7DLyy1oSCcIM-sdY34goPuVJqCu8tyd7u1zKXgV8M5cuCZUXhe1y3UzB1bOz4yqfmZY1NlbFP-4DNdi9adjDU5sx6/w640-h591/Crystal%20set%202.jpg" width="640" /></a></div><br /><div style="text-align: justify;">For just a handful of us, our very first radio may have been a Crystal Set. Batteries were not included or required.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUjYUPPgdcbReG03au3mNQOT6Uv2G8T-RcdKoTJm8TQZX4Kfi7oYHvfsUT5vTlZO-lAW6xhsHE_ZNBc2VmVnteapbaymN98ZdtDS0Bso-bPUS2XEo6_Sx_aLy921M0xxyWb_zoNxcxBc9TkIPdDEqhlJwXQ5l2Amb6J-6YzqX8f_PEBZbDdmHbuskTmcx4/s232/cRYSTAL%20SET.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="217" data-original-width="232" height="599" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUjYUPPgdcbReG03au3mNQOT6Uv2G8T-RcdKoTJm8TQZX4Kfi7oYHvfsUT5vTlZO-lAW6xhsHE_ZNBc2VmVnteapbaymN98ZdtDS0Bso-bPUS2XEo6_Sx_aLy921M0xxyWb_zoNxcxBc9TkIPdDEqhlJwXQ5l2Amb6J-6YzqX8f_PEBZbDdmHbuskTmcx4/w640-h599/cRYSTAL%20SET.png" width="640" /></a></div><br /></span></h1><h1 style="text-align: justify;"> <span style="font-weight: normal;">The schematic is pretty simple with a tuned network (L1 & VC1) connected to an antenna and ground where D1 takes the RF signal from the tank network, rectifies it and sends it to a pair of headphones. </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">Don't get too excited as this only works on AM signals as those signals include a carrier for demodulation. Without a BFO this simple setup won't copy SSB or CW. Now if you included two diodes arranged as a product detector plus a BFO it will copy SSB or CW as in a direct conversion receiver.</span></h1><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhSt8Q5FvAkCS-vvEtYAarFELIG8znOidAS-MtoIqvErFyfQTXpEqNM2gkz2XejW91zERcTdgxqY5OVxTCvlCiIGxhb5vtvQ8UREI_MjKdiiyn5VW46TeejMk0ZnFbZKS282aKoFl5wbrwrk0p-MAgvUOt_rZzbAQZnE0qw2lL6IUs3QZPzMPple5pa2Ly/s1122/1.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="1122" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhSt8Q5FvAkCS-vvEtYAarFELIG8znOidAS-MtoIqvErFyfQTXpEqNM2gkz2XejW91zERcTdgxqY5OVxTCvlCiIGxhb5vtvQ8UREI_MjKdiiyn5VW46TeejMk0ZnFbZKS282aKoFl5wbrwrk0p-MAgvUOt_rZzbAQZnE0qw2lL6IUs3QZPzMPple5pa2Ly/w640-h290/1.gif" width="640" /></a></div><br /><span style="font-weight: normal;"><br /></span></div><div><span style="font-weight: normal;"><br /></span></div><h1 style="text-align: justify;"><span style="font-weight: normal;">Now D1 in the early days was a chunk of Galena and it was held in a lead cup like holder and a Catwhisker wire probed the Galena until a "hot spot" was found. At that point you would hear either voices or music. No Batteries required. </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;"> </span></h1><h1 style="text-align: center;"><span style="font-weight: normal;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisLCcuF-AKVRE3TLyPpoPZUAwN7cq-60fy0w-lfNck0Zs8U4B2TFpLHYnW2GMj5KLNll4ftnQ4cdg_vHxAbnmzxaHqyem_c-jutZTCYlbiL3p9L0LLt3r_hWAyXg9hhbDAY-6fcqMaxv5Nl2AVh-OgY_leDoaugxUOhlwtlzO-uVkJzDR88-pvbG1vlI5a/s1200/Galena.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1200" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisLCcuF-AKVRE3TLyPpoPZUAwN7cq-60fy0w-lfNck0Zs8U4B2TFpLHYnW2GMj5KLNll4ftnQ4cdg_vHxAbnmzxaHqyem_c-jutZTCYlbiL3p9L0LLt3r_hWAyXg9hhbDAY-6fcqMaxv5Nl2AVh-OgY_leDoaugxUOhlwtlzO-uVkJzDR88-pvbG1vlI5a/w640-h640/Galena.png" width="640" /></a></div>Galena Cup<br /> </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">Later the D1 was sold as a fixed unit and one of the most popular fixed diodes was from the Philmore Company. Think of a stack of 10 quarters with two screw terminals on top. Later we had the 1N34 Germanium diode for D1. </span></h1><div><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfA5nx06rMzSp5j3iDMHgn_goqbONBkcVUnvGaMgvXH6lxQ-dO0T5wBcKge-7t8ZqqoBRxK2iPdMH_hFEp_GWjvHJRl-WY53Mq1E3JNsH6mH4epZGbKhSHK_18CtMRii4_T9s0x3ELIic4CbngLtp7PNAXpGwFcjaBspDu6tdQmMhOk-ogL-3xARrtF_MY/s400/Philmore%20Fixed%20Crystal%20Detector%201.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="300" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfA5nx06rMzSp5j3iDMHgn_goqbONBkcVUnvGaMgvXH6lxQ-dO0T5wBcKge-7t8ZqqoBRxK2iPdMH_hFEp_GWjvHJRl-WY53Mq1E3JNsH6mH4epZGbKhSHK_18CtMRii4_T9s0x3ELIic4CbngLtp7PNAXpGwFcjaBspDu6tdQmMhOk-ogL-3xARrtF_MY/w480-h640/Philmore%20Fixed%20Crystal%20Detector%201.JPG" width="480" /></a></div>Philmore Fixed Crystal Detector from the N2CQR Blog<br /><span style="font-weight: normal;"><br /></span></div><h1 style="text-align: justify;"><span style="font-weight: normal;">In our 1st photo it looks like a Toilet Paper Roll wound with many turns of fine wire (#28 or #30). I have doubts about the coil in the photo with the slider wire to form a tuned circuit. </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">Real Crystal sets had a Quaker Oats Box instead of the toilet paper roll and you first had to soak the Quaker Oats cardboard cylinder in many coats of Varnish to make it stiff. Next you did a trial run with the slider over the coil to just barely nick the wire. Then with a piece of fine Sandpaper folded over you followed that line to expose the wire BUT you were careful to not go so deep as to have a 1 Turn coil. </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">So OK, why the slider? The tank network can be tuned by either varying the capacitor VC1 OR varying the inductor L1. It was cheaper and more easily done by homebrewers to vary the inductor.</span></h1><div style="text-align: justify;"><br /></div><blockquote style="border: medium; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihSCFSAU7yrRB8GV4HovBnnEP4CJWXB12gNY3joklmbRjeQ8ZKMWmm8J_Qa2KeFpgzeCuTWrA0agI58IYxc1HchShyphenhyphenrflXM7cwmeqWDzvJt3f1hgytw6cB33zgwwjoH0O_hO0RcpO5VBxBdafsThSKphqJn10aor3Fb6BCUdNCBi09ij-60mubT85QimR1/s375/quaker_oats_radio_receiving_set_2253418.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="375" data-original-width="201" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihSCFSAU7yrRB8GV4HovBnnEP4CJWXB12gNY3joklmbRjeQ8ZKMWmm8J_Qa2KeFpgzeCuTWrA0agI58IYxc1HchShyphenhyphenrflXM7cwmeqWDzvJt3f1hgytw6cB33zgwwjoH0O_hO0RcpO5VBxBdafsThSKphqJn10aor3Fb6BCUdNCBi09ij-60mubT85QimR1/w344-h640/quaker_oats_radio_receiving_set_2253418.jpg" width="344" /></a></div><br /></blockquote><p><br /></p><p><br /></p><p> </p><p style="text-align: left;"><span style="font-family: georgia; font-size: x-large; text-align: justify;">[Some builds using the Quaker Oats box had the box itself as the enclosure like this one. Note the Catwhisker and Galena Crystal on the top of the box. The Slider is mounted on the rod.]</span></p><div style="text-align: left;"><span style="font-family: georgia; font-size: x-large; text-align: justify;"><br /></span></div><p> </p><p> </p><h1 style="text-align: justify;"><span style="font-weight: normal;">If you lived in a remote area, to copy the Broadcast Band you needed lots of wire in the air. If you lived close to a transmitter site, then the antenna was less of an issue.</span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">My dad as a kid built many crystal sets and after WWII when he was home from the war, he built a Crystal set and let me listen to the magic of radio. It was about 1947 and I was like 6. The transistor would have to wait a year before being invented at Bell Labs. In 1950 we moved from an apartment to a home and then things got serious about building crystal sets with proper antennas. I was fortunate in that KDKA in Pittsburgh, was only 20 Miles from my home and was running 50KW clear channel. I found that by connecting the antenna to my exposed bed spring mattress I could copy KDKA on a set of Brush Headphones. </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">Every night I would fall asleep listening to a talk radio program on KDKA (The Ed and Wendy King program).</span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">I was never very successful in perking up the tuning so you could copy other stations in the Pittsburgh area nor turn it into a short-wave Crystal set. One of my ears has a kink in it and that was from laying on the earphones while I slept. In the early 1950's I took my newly built CK722 audio amp and installed that on the crystal set. Hey, my first transistor radio!</span></h1><div><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaXmAvg6j6FpjtJy-0-9BqjXyxQNFJVh5yEobnSSpr8csH8rGWLxR_yY6TAleofM21A4ydU3L1_x387v-QH_hfAT45jVxUdcsJ6XJcjJAwxRCqI1ekLxIuNAftZxJAQIrchO4OKz9FXH-I99fhMq0a6d8FGiM0nY177NWgJJi0_6GZZjh8yizYzEiePApE/s1201/img27.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1201" data-original-width="721" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaXmAvg6j6FpjtJy-0-9BqjXyxQNFJVh5yEobnSSpr8csH8rGWLxR_yY6TAleofM21A4ydU3L1_x387v-QH_hfAT45jVxUdcsJ6XJcjJAwxRCqI1ekLxIuNAftZxJAQIrchO4OKz9FXH-I99fhMq0a6d8FGiM0nY177NWgJJi0_6GZZjh8yizYzEiePApE/w384-h640/img27.gif" width="384" /></a></div><br /><span style="font-size: medium; font-weight: normal;">A radio using two CK722's</span></div><h1 style="text-align: justify;"><span style="font-weight: normal;">There are many radio enthusiasts who build and/or collect Crystal sets today. Some rare sets fetch thousands of dollars. As with our ham rigs some are pretty crude while others border on works of art.</span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;">So, the question for February 29th, was what your 1st ham rig was. I checked in with my Al Fresco SDR rig tickling the SB200 to 100 watts. I gave my call and name and said my 1st rig was a BC454 (80M ARC-5) for a receiver and a 6V6 on a wooden chassis and a single crystal on 3.709MHz for the transmitter. Still have the crystal and note that frequency was in the Novice band in 1959. </span></h1><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl6Lhz4c1-i-HCA2Qq7MAu_bfvKiQnbu6FZlg9kjh7Jpea0nZOYPTtPbXouVSU7Xzd_Oh_1qrYTF-pbXERzJymDF1W_nrc5l2HVed1lKPynvNsrKKzsdqpZVgOLnTokpvLsCWCGJIStGdHnvPaXOuRkecEdoCL2O2B401QSHzqHsYI2ThKHfFIOHaS3vdl/s1600/s-l1600.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1066" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl6Lhz4c1-i-HCA2Qq7MAu_bfvKiQnbu6FZlg9kjh7Jpea0nZOYPTtPbXouVSU7Xzd_Oh_1qrYTF-pbXERzJymDF1W_nrc5l2HVed1lKPynvNsrKKzsdqpZVgOLnTokpvLsCWCGJIStGdHnvPaXOuRkecEdoCL2O2B401QSHzqHsYI2ThKHfFIOHaS3vdl/w426-h640/s-l1600.jpg" width="426" /></a></div><br /><span style="font-weight: normal;">80M ARC-5 Receiver</span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">[I bought my BC-454 (NIB) from Meshna Electronics is Malden MA, for $3.50 and the AC power pack which Sub'd for the dynamotor was$7.5o. A total of $11 bought me something more than a Crystal Set.]</span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><span style="font-weight: normal;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgywnkZz1LH6HrMH0JBcAkyv_O8Tv4nrRol3KxPM18JMDGhQKHXVbBKdPgc66tDx1vloo-SZez7bf7pgJimHFHULYOb9t-_XmkxcORM029bfRsby595XZSda6vAr6Gpn4pe9hjU0oTsHUjf4sWbAhRPrYrzfejxWDIeVvmh1-b64XnboWIc1tSwKrXVmPkK/s160/6V6.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="120" data-original-width="160" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgywnkZz1LH6HrMH0JBcAkyv_O8Tv4nrRol3KxPM18JMDGhQKHXVbBKdPgc66tDx1vloo-SZez7bf7pgJimHFHULYOb9t-_XmkxcORM029bfRsby595XZSda6vAr6Gpn4pe9hjU0oTsHUjf4sWbAhRPrYrzfejxWDIeVvmh1-b64XnboWIc1tSwKrXVmPkK/w640-h480/6V6.jpg" width="640" /></a></div><br /><span style="font-weight: normal;">A 6V6 (6L6) Transmitter from QST</span></div><div><span style="font-weight: normal;"><br /></span></div><h1 style="text-align: justify;"><span style="font-weight: normal;">The net control said I never heard of either one of those but that was a long time ago -- yes it was, about 65 years ago. Then I said I am using a homebrew SDR transceiver today and I could just imagine the question mark on his face -- a homebrew SDR -- you mean it is not an ICOM IC-7300? In the span of 75 years a journey from Crystal Sets to FT-8 and Homebrew SDR Radios. It sure is fun when you know stuff.</span></h1><div style="text-align: justify;"><br /></div><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large; font-weight: normal;">73's</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div><h1 style="text-align: justify;"><span style="font-weight: normal;"> </span></h1><h1 style="text-align: justify;"><span style="font-weight: normal;"> PS Forgot to mention that my TR Switch for the 6V6 and the ARC-5 was a DPDT knife switch. More than once I got RF burns on my left hand as I touched a contact on the switch while still transmitting. RF burns turn purple in color and easy to spot.</span><br /></h1>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-64382633045003281022024-02-27T06:34:00.000-08:002024-02-28T07:14:07.074-08:00February 27, 2024. Just Say NO!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">No is such a powerful answer! Like when your 12-year-old daughter wants a butterfly tattoo on her back -- 10X full size!</span></h1><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhk9O6hULE53JQmJF_E6RGXn_Ry4QpyJd1j8EZK_lQdn7q8HWhLOkG7GbQrPwJKRrQqR9ESmJijkVEEtk6XwDG8R4WtyPyfPn1l8LjeBvk1LFCCZfKk695nM0anLTGfwxytSnpTvA2FD20AmiZyglAdegvSY61BwqhGhJi6IC9Zlg3lnvpUHAicT5IfdzHI" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="756" data-original-width="996" height="486" src="https://blogger.googleusercontent.com/img/a/AVvXsEhk9O6hULE53JQmJF_E6RGXn_Ry4QpyJd1j8EZK_lQdn7q8HWhLOkG7GbQrPwJKRrQqR9ESmJijkVEEtk6XwDG8R4WtyPyfPn1l8LjeBvk1LFCCZfKk695nM0anLTGfwxytSnpTvA2FD20AmiZyglAdegvSY61BwqhGhJi6IC9Zlg3lnvpUHAicT5IfdzHI=w640-h486" width="640" /></a></div>Vintage 1967 FTdx100<br /><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/vg1_jz9_X2w" width="320" youtube-src-id="vg1_jz9_X2w"></iframe></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So, it is with our hobby that we should say NO. We ought to narrow that NO a bit as we are not talking about an ARRL membership or whether to outlaw LC VFO's or take up contesting or even buying an ICOM IC-7300. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The NO is for me personally and that involves buying any Boat Anchors or even gear that is older than 25 years. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtaT7ne-h7WnQp4neEt01DQslZ87HlT_hQbQ_xlH-P0XFXxVToMBTDTFcpHqZWbltwCRc4Edb34Mzohjpw1L6cIr5umCKLTkG8mB3AgENx4BjPEbI0f2y2JYbbm5StAXdbrBECsRYa8FOEqdqO4ajZp-uYMpvgb46YCLVGSONyuxm1Tc0lv85zwrIXT2LP/s864/SR-159.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="403" data-original-width="864" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtaT7ne-h7WnQp4neEt01DQslZ87HlT_hQbQ_xlH-P0XFXxVToMBTDTFcpHqZWbltwCRc4Edb34Mzohjpw1L6cIr5umCKLTkG8mB3AgENx4BjPEbI0f2y2JYbbm5StAXdbrBECsRYa8FOEqdqO4ajZp-uYMpvgb46YCLVGSONyuxm1Tc0lv85zwrIXT2LP/w640-h298/SR-159.jpg" width="640" /></a></div><br /><span style="font-family: georgia; font-size: medium;"><b>Hallicrafters SR-150</b></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">[For those looking for schematics for a simple project or code for the Seeed Xiao RP2040 we will not be covering that today so you can close out this posting.]</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Just look at the front panel of the SR-150 as it literally says take me home to your ham shack. It has large knobs for those of us with Fat Finger Syndrome that we can actually twiddle! The panel layout forces you to look at the dial scale and S Meter. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The SR-150 production run was during the early 1960's and just the radio alone was $650. It had 19 tubes and known for its quiet receiver. As a newly commissioned Ensign in 1963 my pay was $222.50 per month. If I could amass three months of gross pay, I could buy one. So, while the SR-150 was at the top of my list the Collins KWM-2 was completely off the table.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Fast forward to the late 1990's when I was retired and the kids were out of college so there was a bit more money in the radio budget, it was time to fulfill some dreams of past times.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Yes, it was not an either or, but I bought both the SR-150 and the KWM-2. That is when I realized the technology time warp continuum. What was leading edge in 1963 was now very far behind what was being sold in the late 1990's. One of those two got moved on but I still have the KWM-2. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Now with no time to build I still look at eBay and see those rigs of old. I keep saying NO! So, if you have an itch to buy a radio older than 25 years, don't as there are some hidden land mines awaiting your stepping off the plunger.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The SR-150 as nice as it looks had a non-linear VFO dial. C'mon guys for $650 it should be linear. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">A neat feature today for the SR-150 as it used 12DQ6 tubes in the final is that you could buy a set of matched 6DQ6 tubes for about $25. A simple filament string rewiring enables the use of the 6DQ6. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">But this is a 1st part of the critical NO. Many of the offshore rigs had final tubes that are near impossible to find, and no matched sets. The Yaesu FT-101 series comes to mind. There were also driver tubes used where American brands won't work (12BY7).</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Most of the electronic parts are easily found except for things like encoders. The ICOM IC-701 was the 1st solid state rig I ever saw. It was so small and wow frequency stable and a linear VFO. It had a lot of relays to switch in BPF's and LPF's. (This was late 1970's a mere 15 years past the SR-150). </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I was gifted an ICOM IC-735 that needed some repair and the tech shared with me that they no longer serviced the older ICOM radios like the IC-701 as they could not get the encoders which was kind of unique in the mid-70's and that those little relays were unobtanium. That draws us to the radios built before 2000 and the custom parts that are only found in donor radios. <b><i><u>That forces the buy a pair as one is a spare.</u></i></b></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Mechanical parts are particularly hard to find. I have three working Collins KWM-1's. It might surprise you to know that while the KWM-1 has a PTO it has a friction drive mechanism that uses an idler wheel that drives the outside of the circular dial. The idler is two circular plates that have a flanged outer circumference and the dial fits between those two plates thus creating a captive friction drive mechanism. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">There is no way to adjust the resistance of that arrangement. I have a SWAN SW120 with the same arrangement but the SW-120 has a curved washer in the mix that enables you to set the feel to very loose or tight as you tune. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">One of the KWM-1's has the idler that was physically pinched by a prior owner and so the tuning is not smooth. I have an idler from a 4th donor KWM-1 and it is corroded and not usable. I have not been successful in locating that part.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Custom IC's are another huge negative for older solid-state radios. With a shift to microprocessor's as embedded elements some were custom and not COTS (commercial off the shelf) so when you read on eBay: Powers on, but LEDs show 9999999 think the microprocessor is toast. Say NO!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Other red flags are like when you look at the schematic for the LC VFO's in the older boat anchors you see a capacitor with no value but a note "factory select". How lucky do you have to be to have such a factory select capacitor in your junk box?</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Crystal and Mechanical Filters are another significant problem area. The manual for the KWM-1 tells you that the 455 kHz filter and the BFO crystal are factory select. You are told if you change the filter, you must change the BFO crystal. There is no netting capability in the BFO circuit. The SR-150 uses a 1650 kHz Crystal Filter and I am not aware of any other radio that uses that IF frequency.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Relays are also an issue. The KWM-1 uses three odd ball relays -- ruin one of those and you might as well junk the unit. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Many radios were built in such a way that servicing is a huge issue. I had an NCX-5 Transceiver that while it was mostly tubes had a solid-state VFO with plug in transistors. The VFO board was under the main tuning capacitor and there was no way to remove the 2N706 from its socket without a major disassembly. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The same for an early Yaesu FTdx100. The power supply electrolytic cap terminals were inaccessible underneath the factory wiring. Replacing those caps was a major effort. No thought was given that the radios might need to be serviced. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Another issue with the vintage 1967 FTdx100 is that some circuits are installed in soldered shut metal boxes. Check my website <a href="https://www.jessystems.com">https://www.jessystems.com</a> for a look at a refurb I did on a FTdx100. I only paid $35 for it so it was a bargain. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">When I moved back to California in 2013 this particular unit was passed on to another ham. Exactly 2 years ago I found another FTdx100 in much better condition for not a lot of money. That unit is shown in the front-end video.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">In 1967 the FTdx100 was a sort of a test market transceiver and not really actively marketed in the USA. It has Germanium transistors and three tubes. Luckily the 6JM6 finals are easily found in matched sets and the cost is low. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The follow-on radio from this test radio was the FT-101 and I thought I heard that somewhere north if 250,000 radios were sold world-wide. Even today an unmolested FT-101 commands a hefty price north of $300. The finals are 6JS6C's and they are costly, hard to find NIB and as matched sets. Some daring souls have converted their rigs to 6146's.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I could go on and on but a final word about the low-end radios sold during 1960 to 1990. They were low end because of value engineering. The manufacturers reasoned hams being hams had a product life cycle of about 1 year to 18 months before they had the itch to buy a new radio. As long as they could find the cheapest part that would last 18 months, it was selected for the build. Mechanical switches and relays are the issue as well as electrolytic capacitors. These are failure points in the old boat anchors. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Cost is another issue. The old radios are commanding prices off the scale and do not represent a true value. How about a Central Electronics 100V that has issues for $999. It likely will get bought.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I leave you with a final caution to me --- NO!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Think build it or buy new!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><br /></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-65542505426198994162024-02-26T06:31:00.000-08:002024-02-26T18:53:09.062-08:00February 26, 2024. A Simple Arduino SSB Transceiver Sketch.<h1 style="text-align: center;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHDfDL54vnYzDAI7GudDzcPvx3FxzqiWrzDmdSHw_iMrgIUoEOoPBQp-fXFoXwhYJnvZiAYorFTcTAaZbtDEfZAUBOn53z70QTL4QUxGInuj9x1R2Hppq_DRZDe7o5K3YramJijGV5n1YeiXAKJp1ERv3uPeK7jll_7JC_Q_CUz07QV_n2oBbmjG5rZhL3/s2786/Seeed%20Xiao%20RP2040.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2786" data-original-width="2657" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHDfDL54vnYzDAI7GudDzcPvx3FxzqiWrzDmdSHw_iMrgIUoEOoPBQp-fXFoXwhYJnvZiAYorFTcTAaZbtDEfZAUBOn53z70QTL4QUxGInuj9x1R2Hppq_DRZDe7o5K3YramJijGV5n1YeiXAKJp1ERv3uPeK7jll_7JC_Q_CUz07QV_n2oBbmjG5rZhL3/w610-h640/Seeed%20Xiao%20RP2040.jpg" width="610" /></a></div><div><span style="font-size: large; font-weight: normal;">Seeed Xiao RP2040 Digital LO/BFO 2/26/2024</span></div></h1><div><br /></div><h1 style="text-align: justify;">In my email this morning was that very question concerning my providing to the sender a simple Arduino SSB Sketch. This is a landmine underfoot just waiting for me to step off the plunger.</h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The very way the question is stated suggests the sender is looking for a quick fix and likely lacks a rudimentary knowledge of the Arduino. Fact one there are no simple SSB sketches! </span></div><div><br /></div><div style="text-align: justify;"><span style="font-size: x-large;">His question is better characterized as a no-frills version to one you would find on Rodeo Drive in Beverly Hills. No Frills = one band, 16X2 LCD, no VFO memory, no S Meter, no Tune Tone or Splash Screen. The Beverly Hills version would have all of those features less the LCD but sports a 3.5 Inch Color TFT Touch screen to boot. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">That said about 80 to 90% of both sketches would have common elements. These common statements include identifying libraries, and which display type. Other statements would identify pins that would be used and various statements identifying the startup frequencies, BFO frequencies, and lest I forget which pins are the Encoder Pins. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">The Setup Section of the sketch would do just that by setting up the Si5351 (PLL and the clocks for LO and BFO) and setting the Pin Mode (which pin and whether an OUTPUT or INPUT). </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">Then comes the Loop section where everything in the loop is where the actionable items are included such as has the frequency changed, have you called for a USB/LSB change or have you put the rig in a Tune Mode and things like using the 2nd VFO or changing bands?</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">A real learning experience similar to setting up directories on your computer to collect stuff versus loading everything as individual files on the C Drive is to keep the Loop to a minimum. Simple statements in the Loop such as Checksideband(); with a separate call program void Checksideband() {} has the change of sideband being checked without cluttering the main loop with that action. Another would be CheckTune(); to see if you placed the rig in the Tune Mode. Still another would be CheckCoffeePot(); is it still hot. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">I have not responded as yet to the email as I foresee a huge time sink (my time is limited) when he gets the sketch and then the problems start. Several years ago, I supplied a sketch for a similar request. That individual had little knowledge of Arduino and made significant changes to the supplied code. When that didn't work, he sent his code to me and literally said fix this. He got irate when I wouldn't fix it. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">My advice is to spend about $15 and get Banzi's book <b><i><u>Getting started with Arduino</u></i></b> and perform every little program in the book and then look to simple SSB sketches. ARRL has some publications as does W8TEE, Jack Purdum. One of my most complex, entirely built by me program was the LDMOS amp controller. All of that extensive programming started with examples in Banzi's book.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/96wHj-0uFgc" width="320" youtube-src-id="96wHj-0uFgc"></iframe></div><br /><span style="font-size: x-large;"><br /></span></div><div style="text-align: center;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">In giving about a second's worth of thought to the email perhaps the answer is in the 1st photo which took the Seeed Xiao RP2040 from the prototype board to a wired assembly. The code is minimalist and about the only thing it will do is tune the frequencies and change the sideband. The display is a 16x2 and there is a step tuning adjustment on the encoder. It is a single band 20M. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">In the same path, yesterday I received an email about limiting the tuning range to just the ham bands. In many of my sketches there is code to do that where a minimum and maximum value for the LO can be set. I typically say 2 to 30 MHz. Thus, most of my code will boot up to a specific band but can tune way above and below that band. The request came from offshore as evidently it was a legal issue in that country that you could only have ham radios that tune the ham bands. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">In my response back I showed the lines of code in the sketch and to use these two values versus what was in the code: 14002000L and 14348000L. This simply says no lower than 14.002 MHz or no higher than 14.348 Mhz. You can crank the encoder all day long, but the LO will be frequency limited. The email back to me -- I don't understand. Big clue -- he has no clue!</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">So there are no get Arduino quick schemes and if you abhor reading and learning, friend you are SOL!</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-size: x-large;">Pete N6QW</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-34088027071709349592024-02-25T06:00:00.000-08:002024-02-25T06:06:22.394-08:00February 25, 2024. Homebrew rigs can sound excellent.<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Gotta ask? Does your homebrew rig sound this good? The 2.7KHz wide filter brings a bit of extra presence to the sound. Indeed, you would expect no less from two 90 Derees Out of Phase Direct Conversion Receivers.</span></h1><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="333" src="https://www.youtube.com/embed/1_-flN50ZkM" width="400" youtube-src-id="1_-flN50ZkM"></iframe></div><br /><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I am having a bit of fun with this rig, as I purposely have set the Si5351, so it is about 20 Hertz low. This is so I can drive the FLEX and Apache SDR Police bonkers as they tell me I am 20 Hz low. I then will say that is to give you something to do besides tout your expensive radios! This is the original prototype based on ZL2CTM's work that has undergone some repairs and a tune up.<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Interesting how I calibrate the Si5351. I have a Hermes Lite2 SDR which is superb and rivals some of those boxes costing $3 to 4K. [At about 10% 0f the cost.] Step one is to sync the HL2 to WWV and have those two signals' </span><span style="font-size: x-large;"><span style="font-family: georgia;">dead </span><span style="font-family: georgia;">nuts on. Then I bring a lead from the HL2 antenna port near the divide by four 74AC74's so it is detecting the LO frequency. I adjust the Teensy 3.5 software until the detection of the signal, the HL2 and the 40MSDR are all on the same frequency. </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Changes I made to the original work of ZL2CTM is to add modem transformers to the Line In / Line Out on the two ADE-1s to abate noise. I also built and installed a new 100 tap point 2.7kHz wide filter using the Iowa Hills software. The Hilbert transform coefficients are not 0 and 90 but +45 and -45 degrees, which of course means 90-degrees.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Some of the construction details can be seen at this website. <a href="http://www.n6qwradiogenius.us">www.n6qwradiogenius.us</a></span></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><span style="text-align: left;"><span style="font-family: georgia; font-size: x-large;">Certainly,</span></span><span style="font-family: georgia; font-size: x-large;"> you can just go out and buy a Xeigu 6100 for around $500 and it is all band and compact. But you didn't build it!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">True also, the "Al Fresco" Helter Skelter look is a put off to some, but it also is a testament to what is possible. Just listen to the signals.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Of note the signals just seem to pop out of a quiet background and the background "noise" is not like I have on other rigs. WYKSYCDS!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div><span style="font-family: georgia; font-size: x-large;"><br /></span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-60767796538898580652024-02-23T06:43:00.000-08:002024-02-24T06:26:34.360-08:00February 23, 2024. Are You Protected?<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Are you protected? This is not about life insurance or about a date with a girl friend. The post for today deals with protecting your circuits and not what you may have been thinking.</span></h1><div style="text-align: left;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">Circuit protection is likely the last item on your list or perhaps as often happens not at all. We must strive to be precise and correct for the nit pickers out there so let me bound what I mean by circuit protection.</span></span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">Broadly speaking the circuit protection involves simple things like your wiring when you try to stuff four pounds in a three pound box. Get a grip, unless you purposefully think about a possible short to the power rail and physically keep wiring away -- IT WILL SHORT! </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">That was a lesson learned while I was trying to service one of my shirt pocket SSB Transceivers. Similarly think about it when you put the rig in a box -- will there be a short when you screw the top on. Thus, one aspect is the physical hardware.</span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">The other broad category is the hardware functionality. We will start first with reverse polarity protection. Raise your hand if you have never connected a circuit to the wrong polarity. At times you only smoke some of the devices while for other situations there is the giant mushroom cloud over the workspace followed by that awful smell. </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">We are treading on thin ice here as discussing reverse polarity protection is not unlike the current polar divide between the Democrats and the Republicans. There is an array of solutions for RPP (Reverse Polarity Protection). They range from polarized plugs that only mate with your power supplies to included circuitry to prevent that possibility.</span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">Many hams simply use a power diode in series with the Plus lead to the rig. That works but has one small drawback. You will drop 0.6VDC across the diode junction which if operating portable from batteries as the batteries discharge is significant. When your batteries themselves drop to 11VDC -- you are only seeing 10.4VDC at the rig. </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">I have used the diode with an added twist. The diode feeds the field coil of a small relay. The source voltage is also connected to a set of normally open contacts on the relay. Thus, wrong polarity and the relay does not close and no juice to the rig. This avoids a voltage drop to the rig caused by the diode BUT does add to the current draw on the batteries. With a bit of searching, you can find small relays whose contacts will handle 2 or 3 amps and their field coil has a low draw. Others might suggest the use of polarized relays thus no diode needed.<br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3YL22d-9ni8i_SX41xF4YDHUFVYyDb9e37FQoxMAs2AXWZTm0NWOR4bbMaPutnDsaB5dXnW8U29GPBIlnIIK4UPkoANoRcK8JHfXp6aFQZ-jtMbBAPNBOXu83UMDXiwu9e1g0QyEt8uRVpkg1tQR7XKZmQNv2Ra_Cf9HL3jJ1j3ZGl5KyxQEXubsaVpqf/s3178/20240223_055420.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3178" data-original-width="2451" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3YL22d-9ni8i_SX41xF4YDHUFVYyDb9e37FQoxMAs2AXWZTm0NWOR4bbMaPutnDsaB5dXnW8U29GPBIlnIIK4UPkoANoRcK8JHfXp6aFQZ-jtMbBAPNBOXu83UMDXiwu9e1g0QyEt8uRVpkg1tQR7XKZmQNv2Ra_Cf9HL3jJ1j3ZGl5KyxQEXubsaVpqf/w494-h640/20240223_055420.jpg" width="494" /></a></div><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">I first used this circuit on a project to take the Hallicrafters FPM 300 and rework it to be solid state. (Yeah, I do weird things like that)</span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/ujW96ZsmBz0" width="320" youtube-src-id="ujW96ZsmBz0"></iframe></div>Re-birthed FPM300</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">It was near midnight and RPP was on the list as the last item. Thus, the idea sprang from what I grabbed from the junque box at that time of night. I got several emails about my archaic solution and why wasn't I using a PFET power switch and on and on. Look it was midnight, even Amazon couldn't get me something quicker and it works!</span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">Another piece of protection is to add a fuse, and this is for protecting your finals. In days of old many linear amplifier circuits included fold back current protection. Without this protection and especially on bands like 75/80 meters where having a High SWR will cause an excessive current draw and you could melt the RF devices. </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">I had a uBitx V3 and when I first got it, I saw there was no fold back protection and that a simple in line fuse set at the right value could save those finals. Now the right value is a high enough amperage, so you don't have nuisance tripping but low enough if you draw more than normal current -- she blows. </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">I posted my suggestion on the bitx20 reflector where I received a startling comment. The commenter said he read on the Internet that the IRF510 was "bullet proof" and why was wasting their space and time about including a fuse. This lurker must be an Illuminati. I put the fuse in at the get go and sure enough on 75Meters I blew the fuse and not the rig.</span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">Another protective circuit which can be external is the CROWBAR. This has seemed to have lost its popularity but was a staple in many of the Ten Tec Supplies like the Model 262. Essentially the crowbar is a voltage sensing circuit between the supply and your rig. In that circuit is a SCR and a Zener reference diode. As long as the supply voltage is less than the firing point of the SCR -- all is well. The microsecond that the source voltage hits the firing point the SCR goes to ground and the fuse blows. While most solid-state circuits sourced as 12 or 13.8VDC usually will do OK to about 15VDC - after that you have successfully completed a production of smoke test. ZD1 sets the firing point in this case 9.1VDC. For a Ham supply, 14.5VDC would be a good choice. <br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: center;"><img alt="What is Crowbar Protection? - Sunpower UK" data-atf="1" data-csiid="2" height="415" id="dimg_5" src="data:image/png;base64,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" style="width: 289px;" width="339" /><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> <br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"><br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">If the new hardware you are working with has a significant investment in parts, then RPP, a Fuse and a Crowbar are cheap protection. These three approaches however will not provide any protection with the girl friend! It is always a case of the right tool for a proper job!<br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">So, it has been a boring trip but there just might be some piece in there to protect your rig that you just built. </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;"> </span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">73's</span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><span style="font-weight: normal;">Pete N6QW </span><br /></span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-70229413057708989962024-02-22T06:19:00.000-08:002024-02-22T15:09:34.499-08:00February 22, 2024. I get mail!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I get lots of emails including an exciting notification that $282,567.19 has been deposited for me in a Bank located in Nigeria.</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Often the emails may involve questions about my published projects or perhaps a comment on a You Tube video. Some were referred to me by others. Mail is good and a distraction from my day job at the Board and Care Facility.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">That said there should be a bit of effort on the part of the sender to frame the question so it can be answered. One email simply said "Send Me the Code". So OK the code to my Junior HS padlock was 38 22 34. It took two more rounds to get to which code he wanted.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Just in the last week came two emails requesting technical information with one specifically on how to address a noise problem in a radio. This noise issue was something I ran into personally and found a couple of miracle cures. I was happy to respond to that inquiry for it was a real world problem for me. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKIOQUcoJPdtgXUo9CguOmVANg3CjEahiiHrPswiAxtEuhF_Bdug79fVO1S9G8jNM-Q-Q7QesGp_VPkaL9QoG_7Zyfw-uBcCUldBsbaFg8l1-DzXbeOodcqnnH9E2xR_225uZhxJhDNqxDMYc9StsFdVzBHU6R7rJgroCMJS7tTRaZP7yxyJXBZU8mEtC/s3003/20240221_045413.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3003" data-original-width="2041" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKIOQUcoJPdtgXUo9CguOmVANg3CjEahiiHrPswiAxtEuhF_Bdug79fVO1S9G8jNM-Q-Q7QesGp_VPkaL9QoG_7Zyfw-uBcCUldBsbaFg8l1-DzXbeOodcqnnH9E2xR_225uZhxJhDNqxDMYc9StsFdVzBHU6R7rJgroCMJS7tTRaZP7yxyJXBZU8mEtC/w434-h640/20240221_045413.jpg" width="434" /></a></div><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">This power conditioner circuit came from Bill, N2CQR and solved a problem I had with this beautiful color OLED that had a switching power supply installed on the back of the display. The switching noise was being picked up through the power rail to the LM386</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDVRoW67QKd_mPO_E0MCTuY73JT5y8RyC9yuV8-4kvMujExufoneNUwsLwaK3RPa0OVkf0XXkEm6tQirWYBgwLhfZlxoUyRn2yvqp1ZRu-YGdCYT2_2aJXmqi6cEvxV-JgV9zJc7Y2V2_lyX-De2pKB8bWYj30bG8waT1wScT1VwIWhyphenhyphen41FFhbDGmUU0cz/s4000/20240221_045401.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDVRoW67QKd_mPO_E0MCTuY73JT5y8RyC9yuV8-4kvMujExufoneNUwsLwaK3RPa0OVkf0XXkEm6tQirWYBgwLhfZlxoUyRn2yvqp1ZRu-YGdCYT2_2aJXmqi6cEvxV-JgV9zJc7Y2V2_lyX-De2pKB8bWYj30bG8waT1wScT1VwIWhyphenhyphen41FFhbDGmUU0cz/w480-h640/20240221_045401.jpg" width="480" /></a></div><br /><span style="font-family: georgia; font-size: x-large;">Follow the two yellow wires!</span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The other suggestion was to purchase an inline ground isolation device (Amazon ~ $8)</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRfpw1-qHYSqmAL12YK7IeN4g7RaZGQQtM6ibmcuM2_rJEF3RgMEtanyKZ2SxcHzFPsjUfP9u_HDNU3UtOXc3RkDoktXzR-txKsayQA4aqh4Berp4wxMI6kSbTb15yt5FU8uONAPRScaMjWKZLxWQMkx2l3BZ04L55VL-rp8ezzq9ge0Jebac4KqSm8XSC/s4000/20240221_044629.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3000" data-original-width="4000" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRfpw1-qHYSqmAL12YK7IeN4g7RaZGQQtM6ibmcuM2_rJEF3RgMEtanyKZ2SxcHzFPsjUfP9u_HDNU3UtOXc3RkDoktXzR-txKsayQA4aqh4Berp4wxMI6kSbTb15yt5FU8uONAPRScaMjWKZLxWQMkx2l3BZ04L55VL-rp8ezzq9ge0Jebac4KqSm8XSC/w640-h480/20240221_044629.jpg" width="640" /></a></div>MPOW In Line Ground Isolation Device</div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"><br /><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">It takes time to respond to these emails and I heard nothing back from this sender. A courteous reply like Thank You or I got it would seem appropriate.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Then there is the separate category of what I call the Snarky comments from some Home Brewer's who think homebrew is just like building a kit. These are real comments from real senders.<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7eQrz_R_gG4-sHlUZR1b4PqA5YtvdztuQCx7CFJINxWktni0zk6RHy_aZLqX8u3sho-qdNgG-7B7ZCm4LxjLUYqg_TgUjzqBSa3HoxUs6kQ5MpoMOVs6Rfe3MGljtsavA9XE5pJDsE9T5TOLvW_6Ud7-j3Yis93d_MsEv_kZsZGTzF78m0QalGhx-qh3/s1121/Excuses.pptx.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="676" data-original-width="1121" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7eQrz_R_gG4-sHlUZR1b4PqA5YtvdztuQCx7CFJINxWktni0zk6RHy_aZLqX8u3sho-qdNgG-7B7ZCm4LxjLUYqg_TgUjzqBSa3HoxUs6kQ5MpoMOVs6Rfe3MGljtsavA9XE5pJDsE9T5TOLvW_6Ud7-j3Yis93d_MsEv_kZsZGTzF78m0QalGhx-qh3/w640-h386/Excuses.pptx.jpg" width="640" /></a></div><br /></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Some of the comments are actually all in one. A ham was building the P3ST direct from my design. He should have waited for K7TFC's kits to be available. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">His issue was the Band Pass Filter. Since he didn't know where or how to find the correct part specified, he substituted a smaller value than what was required for the section coupling capacitor. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">He measured the response with his newly acquired Nano VNA and saw a peaked curve which is indicative of too small of a coupling cap. His email to me "My Nano VNA says there is a problem with your design." <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">My email back -- check the section coupling cap it is the wrong value. His email back where do I get those small value caps. I gave him three answers including a twisted wire gimmick.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">His email back -- I never built a gimmick but it won't work as the wires are too floppy. K7TFC's kit part for the BPF section coupling cap is a twisted wire gimmick. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The real thrust is this person was unprepared to take on a project like the P3ST sans any getting smarts about the circuits and worst ever -- he was not listening but wanted to simply say your design sucks!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">We all need to do a better job of listening and be responsible in our answers. If you don't know say so. I marvel at these .io groups where a question is posed and an answer is given by one of the resident "lurkers". Typically it is answer that could cause damage to a radio or is solving a different problem. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">WE like to think we know everything but we don't. In a recent solder smoke podcast I mentioned the use of Lissajous Figures to display a 90 degree phase shift. Bill asked me what was the correct pronunciation of that word. I admitted I didn't know. I just say "Lisa Juice". To me the correct speak is not as important that if I see an ellipse in the right hand upper quadrant that it is not 90 degrees. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW<br /></span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-29689916173401477022024-02-21T06:49:00.000-08:002024-02-21T07:01:29.099-08:00February 21, 2024. The impact of technology!<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Charming Radios of Old! Or just plain old and no charm!</span><br /></h1><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeS3mw2735bemaptB7JPNLC8crsS7CGP3nhOQapMoAXAyrdFxd7t3XsgZ7C2pwFQBvJdmxNOGaalzSU7piJyl9q_Vg4nq8XTZSYDxd6EVq8PCwGlDByrEpkwP7rm2J0QNYj9hx3v9-DBlqPfV-UxihryB-PiM18dsqkvNNWK5kOxmtqdUdxokRD88V2HOg/s1265/DSC00026.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1057" data-original-width="1265" height="534" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeS3mw2735bemaptB7JPNLC8crsS7CGP3nhOQapMoAXAyrdFxd7t3XsgZ7C2pwFQBvJdmxNOGaalzSU7piJyl9q_Vg4nq8XTZSYDxd6EVq8PCwGlDByrEpkwP7rm2J0QNYj9hx3v9-DBlqPfV-UxihryB-PiM18dsqkvNNWK5kOxmtqdUdxokRD88V2HOg/w640-h534/DSC00026.JPG" width="640" /></a></div><div style="text-align: center;"><b><span style="font-size: medium;">Looks Like an AMECO AC-1 Clone</span></b><br /></div><div style="text-align: center;"><b><span style="font-size: medium;"><br /></span></b></div><div style="text-align: center;"><b><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgINw4C3V9CwAjIcvIxFy5CYT9e5Clvdjalkez3tjPZKJ936YVUJZOhKeQXyxukKGpRpw_4NQtbQoHVKpGQCsv80s4fD1Wge7zg0Jx4jwQ2A0otZ4IjGog2O0KvhRgxoTbHbUpblH0BqAq27NpKKsD2iZzt6qcXkzwwVv0baLE36TXaKYS4HvaZ2FOC9rXV" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/a/AVvXsEgINw4C3V9CwAjIcvIxFy5CYT9e5Clvdjalkez3tjPZKJ936YVUJZOhKeQXyxukKGpRpw_4NQtbQoHVKpGQCsv80s4fD1Wge7zg0Jx4jwQ2A0otZ4IjGog2O0KvhRgxoTbHbUpblH0BqAq27NpKKsD2iZzt6qcXkzwwVv0baLE36TXaKYS4HvaZ2FOC9rXV=w640-h480" width="640" /></a></div>AMECO AC-1<br /><br /></span></b></div><div><p></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEida5xYDGUTNSeRwIwFljjxaIVj7kr2dAzuLd3paBnnfezyq6P-ZOWBiI8VsFHyvNw9_OF8qDl7iEtv1sxR5O_gj9YcRfX_3M4QgHBJgmWWEAjO1IiDFtzf5tDDoqscohJEQsT32ywOGo3e1EX2jP7SgkKKxRHxneD7phDpgnQwrd0-EMrIDinsYhFvPQkI/s640/MVC-003F.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEida5xYDGUTNSeRwIwFljjxaIVj7kr2dAzuLd3paBnnfezyq6P-ZOWBiI8VsFHyvNw9_OF8qDl7iEtv1sxR5O_gj9YcRfX_3M4QgHBJgmWWEAjO1IiDFtzf5tDDoqscohJEQsT32ywOGo3e1EX2jP7SgkKKxRHxneD7phDpgnQwrd0-EMrIDinsYhFvPQkI/w640-h480/MVC-003F.JPG" width="640" /></a></div><p></p><p></p><p style="text-align: center;"><b><span style="font-size: medium;">My build of the W7ZOI Dec89/Jan90 QST, 20M SSB Transceiver</span> </b></p><p style="text-align: center;"><b> </b></p><h1 style="text-align: justify;"><b><span style="font-size: x-large;">Imagine making contacts with the CW transmitter in the 1st photo. The wiring for the Key is 300 Ohm Twin lead. Like we used to say when I was in the Navy, any port in the storm. BTW an AMECO Clone Kit today is several hundred dollars. </span></b></h1><h1 style="text-align: justify;"><span style="font-size: x-large;">The 3rd photo is a rig I still have. W7ZOI had a hand made dial readout --- mine has an LCD with the EI9GQ VFO stabilizer. The advantage of technology and a 10–15-year span between the two builds., Same design with some updates.<br /></span></h1><h1 style="text-align: center;"><b><span style="font-size: x-large;"> <img alt="" src="data:image/png;base64,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" /></span></b></h1><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">In thinking about this post, I reasoned that technology advancements have two subsets those being cosmetic and functionality. </span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">Despite the handwritten dial scale, (4th photo) on the W7ZOI original that in no way reflects how the rig performs and how it sounds on the air. Of note W7ZOI's tuning system has a Coarse and Fine tune controls. It likely won't get you to a 20Hz readout but certainly a lot closer than with just the coarse tuning. </span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">W7ZOI did something clever things in this radio (well actually lots of clever things) with the output side of the VFO. He installed a low pass filter following the 5 MHz VFO (9MHZ IF). This is a way to reduce VFO 2nd Harmonics and spurs. </span></span></div></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">Most likely if LCDs in 1989 were low in cost, there would be one in the rig. Then again, adding more than a hand write on the case would involve significant hardware and possibilities for internally generated noise. </span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">My LCD install was a by-product of solving the dreaded VFO frequency drift issue. The VFO in my rig was built in an aluminum box that had 1/4-inch walls. All the holes were tapped for 4-40 screws. The internal drive was a Jackson Brothers which was then gear driven with anti-backlash gears on the outside. </span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">The inductor was an Air-Dux coil mounted on isolation pads and glued to a chunk of plexiglass. Multiple NPO and Silver Mica caps were used in the tank circuit and power was fed using a ceramic feed through cap. The variable cap came from England and was a double bearing type. Yet it drifted!</span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;">It was about this time I learned of the work of Ed, EI9GQ with the PIC 16F84 micro-controllers to stabilize the frequency. Essentially, once engaged as you QSY the frequency is read and stored. Through the loop each time the frequency read is compared to the frequency stored and any deviation causes a +/- correction voltage to a small diode which then changes its capacitance, and you are huffing and puffing the frequency back to the stored value. Change frequencies and the process is repeated.</span></span></div><div style="text-align: justify;"><span style="font-size: x-large;"><span style="font-family: georgia;"><br /></span></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Thusly my version gets the advantage of the cosmetic look and the stay put on frequency functionality. It was a twofer. I got the stabilized frequency and a digital read out came along for the ride. My 1st Bitx 20 had the same LCD and Frequency Stabilizer hardware.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Back to photo #1. I never had an AMECO AC-1 and I don't think I ever cloned one. But for a ham just starting out this would be a great 1st rig as you have to work to make contacts. Thus, each contact, was an adventure in itself. Just thinking, imagine sitting in front of a BC-455 (40M ARC-5 Rx) with this transmitter and making CW contacts on 40M. It might be fun for at least a couple of hours.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW</span></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-73281464085372093402024-02-20T05:49:00.000-08:002024-02-20T07:21:11.621-08:00February 20, 2024. Beyond Control of the Si5351<h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Arduino can do more than create a stable, highly accurate VFO and BFO signal source with the Si5351. </span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The real clout of the Arduino is in the control of many functions around the ham shack. Yes it can even start the coffee in the morning.</span></h1><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></h1><h1 style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_vd8d-AxMH-oumjxOtC3pKf3-_QxYdx6D84T6xFFEkqCIzDPms9aQlOx1_FbE2xeqch2JcGnENfOBVWUXh5TA-mVgsIPDDY39G3S9gvBJSm1TxX4d8iU-zsdk2cCxA-MQpholC12uukgnQI6qPoRz-2aQXScOxQkoWP1yclNeL4XYmJcILK5mdURsze0P/s1280/Motor%20Stop%20Start%20Circuit.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_vd8d-AxMH-oumjxOtC3pKf3-_QxYdx6D84T6xFFEkqCIzDPms9aQlOx1_FbE2xeqch2JcGnENfOBVWUXh5TA-mVgsIPDDY39G3S9gvBJSm1TxX4d8iU-zsdk2cCxA-MQpholC12uukgnQI6qPoRz-2aQXScOxQkoWP1yclNeL4XYmJcILK5mdURsze0P/w640-h360/Motor%20Stop%20Start%20Circuit.jpg" width="640" /></a></div><br /></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">For most of the things we build the novelty size toggle switch works well. But you must be mindful of current ratings of the switch contacts. Typically those cutie pie darlings have an AC and a separate DC rating. They are not designed to directly switch 450VDC to a tube final.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">In the graphic above two MOMENTARY push button switches are used to control a 30HP motor. The switch contacts cannot directly supply power (typically 480 VAC for 30HP) to the motor but they can control the application of power to the motor.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Let us look at our circuit. The switch marked SW2 even though momentary is NC, Normally Closed. Thus, engaging that switch OPENS the circuit. The other switch, SW1 is NO, Normally Open but is also in parallel with a set of Normally Open (NO) contacts controlled by the energizing of Relay #1 (RLY1). </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So the sequence is that a momentary hit of SW1 engages the Relay #1 and latches that relay around SW1 and now power can be supplied to a power contactor (read very Heavy Duty relay) which turns on the motor. It may even have a step start circuit to step the power supplied, but a subject for another time. A quick hit to SW2 opens the Latch and the motor power supply gets turned off.<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So what does this have to do with ham radio. Well, fans and friends (who may not be fans) I used this circuit to control the power to a 48VDC 35 amp DC power supply for a linear amp. The 12VDC went to two Hockey Pucks (Solid State Relays) that were on the primary side of the power supply. This would be especially useful if the primary of your supply was 220VAC.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The two switches were actually not switches but simulated contacts in an Arduino sketch. Watch this You Tube.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/96wHj-0uFgc" width="320" youtube-src-id="96wHj-0uFgc"></iframe></div><br /><span style="font-family: georgia; font-size: x-large;"></span></div><div style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">An Arduino Mega2560 was used thus many pins and lots of program headroom. The code took care of sequencing the bringing on line of the LDMOS amp and had safety features like if you hit the emergency STOP button you are forced to wait before a restart. Just enough time to stop you from smoking that $200 RF Device. It could also sense SWR, and switch in LPF's.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">But why is there not more experimentation with the Arduino as a control device? This leads me to an actual story from my past work life.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I spent most of may career in aerospace but mid career I left the industry and had one of the best jobs ever. I spent almost two years working as an outside sales engineer for a distributor of automated industrial controls. I called on companies like Campbell Soup, Budweiser, and Del Monte (someday I will share about the canned peach line at Marysville, CA). The food processing industry has a lot of automation!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Got a call from Campbell Soup in Sacramento about their can line and the "missing label" detection system. As cans go down the line a label is slapped onto the can (they prefer to call it the affixing the label process). </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">So, safe guards are built into the line to detect if a can is missing a label. The simplest form is two cat whisker probes set in the line so as cans go by if there is a label no complete circuit. No label and the circuit is completed and a bell goes off or a light goes on and a line person finds the can and puts it back through the labeling process.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Those "bastard industrial engineers" (a quote from the guy who called me) sped up the line for more throughput and it was so fast that the cat whiskers were missing cans and as their detection system wasn't fast enough and needed a settling time to complete the circuit.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I watched the process for about 10 minutes, a really good idea to understand the problem as that is on the path to the solution. There had to be a different solution other than the cat whiskers trying to detect a fast moving can</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">It was apparent that the detection and removal could not be done instantly. So a perfect detector is a no touch control using a proximity mode photo electric device -- well actually two. The first one is to signal "a naked can on the line" and the second one down the line that detects it again but next to it a pneumatic ram to punch it off the line. Two steps: detect and remove which also gave you some control of the ram action that could be timed to act in concert with the line speed.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The Campbell Soup guy had a glazed look in his eyes and then said --well maybe I could just bend the cat whiskers so they would touch more can. Well that might or might not work -- but at higher speeds it will likely fail. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The parallel here as I heard on 40M last night -- Well I would have to learn about that and it would take time. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Some things I have done with the Arduino that don't involve the Si5351. The LDMOS Amp Control, a Remote Antenna Tuner, a Remote VFO tuner, CW sender and the Blinking Morse Code Sender to put on the beam. BTW Samuel FB Morse was first an artist and then had the idea for the telegraph after learning about electromagnets.</span></div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><img alt="Susan Walker Morse (the Muse) - Samuel Morse" class="ng-isolate-scope" height="640" src="https://uploads6.wikiart.org/00301/images/samuel-morse/susan-walker-morse-the-muse.jpg!PinterestSmall.jpg" style="cursor: pointer; height: 280.713px; width: 220px;" title="Susan Walker Morse (the Muse) - Samuel Morse" width="501" /> </div><div style="text-align: center;">Susan Walker Morse by SFB Morse<br /></div><div style="text-align: center;"> </div><div style="text-align: center;"> </div><div style="margin-left: 40px; text-align: justify;"><span style="font-size: x-large;">73's</span></div><div style="margin-left: 40px; text-align: justify;"><span style="font-size: x-large;">Pete N6QW </span><br /></div><div style="margin-left: 40px; text-align: center;"> </div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-34822624208013170112024-02-19T06:37:00.000-08:002024-02-19T07:22:36.377-08:00February 19,2024. A 65 Year Perspective<h1 style="text-align: left;"> <span style="font-family: georgia; font-size: x-large;">Taking Two Steps Backward.</span></h1><h1 style="text-align: left;"><span style="font-family: georgia; font-size: x-large;"><br /></span></h1><h1 style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_BjMKaPhBW7KAPr4vtLWokyrgnV1PMmpoAX7pk-6hd0jogooOwClWHHQnanfmfJqInI6J_WbqB-lKm31yT9KNl0-VI22c9xqcM3h3sbgjIKrT9lOtIMvlmeD7NJgBNvePathwAsX1hDSAbqPlMYxnBxjwqJykVTuGE8I7jg-lylLgtWKKRpEq5x1y00T/s1280/A%2065%20years%20of%20ham%20radio.pptx.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_BjMKaPhBW7KAPr4vtLWokyrgnV1PMmpoAX7pk-6hd0jogooOwClWHHQnanfmfJqInI6J_WbqB-lKm31yT9KNl0-VI22c9xqcM3h3sbgjIKrT9lOtIMvlmeD7NJgBNvePathwAsX1hDSAbqPlMYxnBxjwqJykVTuGE8I7jg-lylLgtWKKRpEq5x1y00T/w640-h360/A%2065%20years%20of%20ham%20radio.pptx.jpg" width="640" /></a></div></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The above chart was created several years ago when I made a presentation to a Radio Club in the UK. I updated it a bit and thought this would be a good subject for today's blog.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The original intent of the chart was to show the dynamic nature of our hobby and how technology has played a critical role in the box that sits in front of us at the operating table. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Perhaps even that is a wrong description of today's operating position. For instance the ARRL Radio Lab (W1HQ) has two computer screens, a Keyboard, Microphone and Key at the operating position. The hardware as such (FLEX and ICOM) are in remote racks and off to the side. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Recently, I was listening in to the 40M Noontime net out here in California. They asked for check ins and a ham checking in identifies that he is in West Virginia --- operating a remote station in Las Vegas.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">These two examples are evidence of that dynamic shift! <br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Now you may quibble and argue that I left out rigs or my timing may be +/- two or three years but on a smoothed curve the chart tells the tale.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">For starters we went from separate receivers and transmitters that weighed a lot. Lifting the DX-100 could cause a hernia as would a Collins R390A. Two things happened: the advent of the Transceiver with a smaller and lighter footprint. A miracle in itself but still hardware. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">In our last column any mods/improvements are done in software -- the same box only with changes that involved no soldering! BTW a Collins KWM-1 weighs several times the weight of the IC-7300.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">But the real import of today rigs is capability in terms of signal processing and hearing weak signals. Then there are the (software selected) filters --different for SSB and CW with band widths that are a simple mouse click. That last piece suggests a computer inside the box. There we go -- that computer may be the size of a credit card like the Raspberry Pi Zero W (it even has Wi-Fi).</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The chart also tells a tale about the operator, the operator skill set and the thrust of the hobby. In the early days of our hobby, the operator literally had to build everything in his station from the ground up. The hobby attracted many who were the tinkerer type. That is no longer true as the tinkering type today are but a small percentage of the total ham population.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The IARU stated several years ago that hams are hams for two reasons: Contests and Operating. Today's Radios are focused on those two aspects. You know, operating on crowded bands during a contest and of course handling all of those stations during a POTA or SOTA event.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">While many express a desire to return to the tinkering aspect AND there is much cheap technology available, it just doesn't happen. The reasons are many including my own personal situation where my Caregiver activities just have no room for lighting off the iron. But perhaps the alternative is just too easy -- just buy it. That is OK.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">That said that may not be entirely OK as the shack in a three-pound box also means you that you should know how it works and if it is not working properly. The tinkerer of old certainly had to know that to even get his rig on the air. But for the manufacturers -- they always say two things: Get a second back up radio and DON'T open the case -- send it back for repair!</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Having been licensed for 65 years I have seen this chart 1st hand and even owned (and still own) some of those radios. My homebrew stuff certainly beats many of those built prior to 1980 especially with regard to frequency stability and accuracy. </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">One of the significant operator requirements of the last 65 years is to learn where the reset button is located. Inextricably there are computers or micro-controller units embedded in our radio hobby. So, today's ham cannot avoid software.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The 65-year journey would not be complete without mentioning the MODE shift. In the 1950's it was AM/CW with just the dawn of SSB and those Donald Duck speaking signals. Then we had the FM and FM repeater craze. That led to Digital Communications and now the FT-8 operations using WSJTX. The newer mode forms also got a significant boost with the shift from through hole to surface mount components. Shack in a 3-pound box is here!<br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">It was a most interesting exercise for me as in one chart I see many things that now created the current state of the hobby. I hoped you got a kick from seeing the evolution from a DX-100 to the IC7300.</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">Pete N6QW </span><br /></div>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.comtag:blogger.com,1999:blog-4309521028921507856.post-34194336103808891282024-02-18T05:57:00.000-08:002024-02-18T05:57:06.116-08:00February 18, 2024. We have choices.<p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><br /><h1 style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">We have a choice in what we do with our hobby! There are those who love to contest or perhaps achieving DXCC using only FT-8. Then there are those of us who like to homebrew (Radios not Beer). Still others just like to work Parks On The Air (POTA).</span></h1><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">I have come to realize that homebrewing is a generational phenomenon. In the old days if you wanted something -- you figured out how to build it. Today if you want something it is figuring out who has the best price on the Internet. Often that jewel comes from a land afar and not here in the USA. But even then, using DHL maybe 3 days to the bench.</span></div><div style="text-align: left;"><span style="font-family: georgia; font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-family: georgia; font-size: x-large;">The generational thing is related to hardware and software where the OT's may want to stick with an LC VFO. The new generation thinks nothing of using micro python to do the task with a Raspberry Pi Pico or even a Pi Zero. I often remark that watts to antenna can come from tubes, transistors or even out of a computer, thus the tent is quite large.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">As for me it is obvious I like to build things because coming from the older generation I saw things that would be really great to have -- but the technology just was not there. I shied away from building Phasing Rigs because I had an HT-37 and a GSB-100, and the phasing was always out of whack! Today we have a technology explosion of products that were once only a dream.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"><br /></span></div><div style="text-align: justify;"><span style="font-size: x-large;">But what comes around goes around and although well disguised, many of I Q type SDR rigs are nothing, but phasing rigs updated to the 21st century. But as was pointed out to me by N2CQR, the I Q approach in light of DDC is akin to Brain Surgery with a Rusty Spoon. So now the jump is to DDC. BTW even though from the old school, I no longer build LC VFO's!</span></div><h1 style="text-align: left;"><span style="font-family: georgia; font-size: x-large;"> </span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;">Choices for Today</span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/9lLCFph8sMo" width="320" youtube-src-id="9lLCFph8sMo"></iframe></div></span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;">(HB SDR Based on the ZL2CTM Design)</span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"><br /></span></h1><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"></span></h1><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7_hK7ZpIxbNTtJ5Pi-8tm0wqpQxB9wVUGEBHbheUvDAN1hqa162tLg1B0liCYNnB-1OSwPNFhyYUVb8UPL7QE-eriaNd-SRpy4oNx3DJbEkFWgZoZ2YdLx4-AxNr4XsHEBcUhGMvg7dInzZgqQ-xjIveJWd3ZHC3E3yeVYAHtzCPYjW0_QnZwD-dCqtPo/s479/IC7300.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="215" data-original-width="479" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7_hK7ZpIxbNTtJ5Pi-8tm0wqpQxB9wVUGEBHbheUvDAN1hqa162tLg1B0liCYNnB-1OSwPNFhyYUVb8UPL7QE-eriaNd-SRpy4oNx3DJbEkFWgZoZ2YdLx4-AxNr4XsHEBcUhGMvg7dInzZgqQ-xjIveJWd3ZHC3E3yeVYAHtzCPYjW0_QnZwD-dCqtPo/w640-h288/IC7300.jpg" width="640" /></a></div><br /><h1 style="text-align: center;">IC-7300</h1><div style="text-align: justify;"><span style="font-size: x-large;">I guess for many the choice is the IC7300. But for me the HB rig signifies something besides a shiny small box with a waterfall. The HB rig takes advantage of the new technology and requires skills beyond pushing the Buy It Now button. Plus, there is no finer joy than to be able to say that the rig on this end is homebrew. </span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">It all comes down to WYKSYCDS.</span></div><div style="text-align: justify;"><span style="font-size: x-large;"> </span></div><div style="text-align: justify;"><span style="font-size: x-large;">73's</span></div><div style="text-align: justify;"><span style="font-size: x-large;">Pete N6QW </span><br /></div><h1 style="text-align: center;"><span style="font-family: georgia; font-size: x-large;"> </span></h1><h1 style="text-align: left;"><span style="font-family: georgia; font-size: x-large;"><br /></span></h1><h1 style="text-align: center;"><br /></h1><p></p>N6QWhttp://www.blogger.com/profile/09160697334746659660noreply@blogger.com