tag:blogger.com,1999:blog-20221790245677108092024-03-13T02:50:58.485-07:00Standing WavesAmateur Radio at the Palm HQUnknownnoreply@blogger.comBlogger38125tag:blogger.com,1999:blog-2022179024567710809.post-53455078966451479762019-10-04T12:33:00.001-07:002019-10-04T12:43:34.496-07:00Time Domain Reflectometery at The Palm HQ ala W2AEW<br />
Recently the feed-line to my 144 MHz antenna started to go bad – at first it just had elevated SWR but was still useable, but eventually the SWR rose to the point that the transmitter started to reduce power. Just before the September ARRL VHF contest I pulled it down and replaced it with a temporary line for the contest.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH88QKFWQ49-vP9yPH1-ReAx2AdZ-DQJQ6oAy1SyplYZSt3rewwHEwNE6RW88PqOeZG6RQ9HOR4_-vCrB0eKqbhjG2Q7-JCoJEL-WJ-VEUrPKiKfbEA9fXe2tv0mllrRQtVMXRFogH5sd_/s1600/TDR+with+cable+on+scope.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="389" data-original-width="800" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH88QKFWQ49-vP9yPH1-ReAx2AdZ-DQJQ6oAy1SyplYZSt3rewwHEwNE6RW88PqOeZG6RQ9HOR4_-vCrB0eKqbhjG2Q7-JCoJEL-WJ-VEUrPKiKfbEA9fXe2tv0mllrRQtVMXRFogH5sd_/s200/TDR+with+cable+on+scope.jpg" width="200" /></a>In the meantime, I asked the folks on the Badger Contesters and Northern Lights Radio Society email reflectors how one should go about troubleshooting a bum feed-line. A number of helpful ideas were offered, but the one that most intrigued me was using a time domain reflectometer (TDR) to "ping" the line and find out where physically on the line the problem is located. I assumed that such a device would be prohibitively expensive (and the commercial devices are!) But then I found the YouTube videos by W2AEW documenting how to build one for just a few dollars (presuming one has access to a good, fast oscilloscope, which I do), so I thought I'd give it a try.<br />
<br />
Here are all his videos (so far) on this specific topic:<br />
<br />
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<a href="https://www.youtube.com/watch?v=Il_eju4D_TM">#37:
Use a scope to measure the length and impedance of coax</a></div>
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<a href="https://www.youtube.com/watch?v=NuXitMK3HSA">#87:
Schmitt Trigger Oscillator / Tutorial / 74AC14 Inverter / squarewave generator</a></div>
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<a href="https://www.youtube.com/watch?v=9cP6w2odGUc">#88: Cheap and simple TDR
using an oscilloscope and 74AC14 Schmitt Trigger Inverter</a></div>
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<a href="https://www.youtube.com/watch?v=74fz9iwZ_sM">#90:
Measure Capacitors and Inductors with an Oscilloscope and some basic parts</a></div>
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<div class="MsoNormal">
<a href="https://www.youtube.com/watch?v=CQTGhcjE7Ww">#203:
Schmitt Trigger Oscillator revisited | TDR | Measure Capacitors and Inductors</a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaZW6zFPoQyrv2DXtJsppNvX2ynEPTqb7n1dEB2rR7KVVFoWBfgYmeS1S6KjDvbuQgTk6NyAFVOjgFNkTAdlRjF7imHjPRL7JepHJfN0cE-x4j1b1J0hDNmOd-PV9FrgaIKtAizf6VveM/s1600/TDR+circuit.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="389" data-original-width="800" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaZW6zFPoQyrv2DXtJsppNvX2ynEPTqb7n1dEB2rR7KVVFoWBfgYmeS1S6KjDvbuQgTk6NyAFVOjgFNkTAdlRjF7imHjPRL7JepHJfN0cE-x4j1b1J0hDNmOd-PV9FrgaIKtAizf6VveM/s200/TDR+circuit.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Not as neat as W2AEW's, but it works.</td></tr>
</tbody></table>
I built a circuit just like his, except that mine has its own Li-ion battery for power. My rise-time isn't as fast as Alan's, but it seems to be fast enough. I created a little spreadsheet that lets me calculate the length of the coax based on the measured reflection time and the coax's velocity factor. And then I gave it a try on a known-good piece of coax measuring 160 inches long, which I thought was RG58/U, with a velocity factor of 0.66. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKBx5rJsf_wqT3v7GUGmG18dKWZNhQNpuYa8dhx-1zZb4SLXdAtYpZfJZ_fdPnEdNqyQvYHpyAwTNdQPzUBmlF8VbbFf5kQaZsZTF5CGv3b3x0H4f_yxbrYfuWv1OBzLTvabfnBv4Bxt8C/s1600/TDR+Close+Trace.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="532" data-original-width="505" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKBx5rJsf_wqT3v7GUGmG18dKWZNhQNpuYa8dhx-1zZb4SLXdAtYpZfJZ_fdPnEdNqyQvYHpyAwTNdQPzUBmlF8VbbFf5kQaZsZTF5CGv3b3x0H4f_yxbrYfuWv1OBzLTvabfnBv4Bxt8C/s200/TDR+Close+Trace.png" width="189" /></a></div>
Running the pulses from my oscillator circuit in that and measuring as W2AEW described gave me just about 36 ns for the pulse's round trip. Plugging that into my spreadsheet gave me a disappointingly inaccurate 141 inches – hmmm, that's pretty far off. I thought maybe I wasn't measuring things correctly on the scope, but I placed the markers several times and each time came up with just about exactly 36 ns (I plugged 36.23 into my equation.) Then, just on a hunch, I checked the marking on the coax and found out that, lo and behold, it's actually Belden 8219, not RG58/U. 8219 has a velocity factor of 0.73 and plugging that into the equation gave me 156 inches. Add in the 3.5 inches for the BNC T and gender adapters and voila! I get 159.5 inches or within 1/2 inch of the measured length! Now <b>that</b> is cool.<br />
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Next step is to measure the actual length of that bum feed-line, then ping it from both ends to see if it has an identifiable bad spot somewhere. Stay tuned.....<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_ciKhLdVHfePoVuN02JbcSHix-xQYZ0LdG5AgT1W3sS2FK1oDhYODk4J3_HSo0RarpOJog87NTpqu8n8KSj2f8O2h8GIXUqnvp9Y0jGnm_piL5e1O9Zx0hROtVBInsAphiF-1BfZxdHw/s1600/TDR+spreadsheet.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="312" data-original-width="1075" height="92" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir_ciKhLdVHfePoVuN02JbcSHix-xQYZ0LdG5AgT1W3sS2FK1oDhYODk4J3_HSo0RarpOJog87NTpqu8n8KSj2f8O2h8GIXUqnvp9Y0jGnm_piL5e1O9Zx0hROtVBInsAphiF-1BfZxdHw/s320/TDR+spreadsheet.png" width="320" /></a><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-32217246214373345092019-09-27T14:38:00.000-07:002019-09-30T07:37:15.671-07:00New TCXO signal generator at The Palm HQ<br />
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" width="320" /></div>
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Here's a project I've been meaning to tackle for years. Long ago I bought some 14.4 MHz temperature-compensated crystal oscillators (TCXOs) from "pyrojoe" on EBay. I just finished boxing one up as a signal generator for VHF-UHF-SHF receiver check-out.<br />
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I used a circuit from Paul Wade, W1GHZ that he published in the August 2010 issue of QST. The circuit's there in Figure 4, hat tip to Paul.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipGU7j4z82jKqQEKZy7xKrfVamMymy91EqBYGBgS2siJGdTQ17yZxlS1hyphenhyphenJwj_kTtxqxNOV3SLGARUsQKQeYKrLdk_cigQ_irIQIv7Ac64X1Kt5KANJW3aNdVb9R3YyNkSHHpzFJyFzXdW/s1600/20190927_161003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="486" data-original-width="1000" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipGU7j4z82jKqQEKZy7xKrfVamMymy91EqBYGBgS2siJGdTQ17yZxlS1hyphenhyphenJwj_kTtxqxNOV3SLGARUsQKQeYKrLdk_cigQ_irIQIv7Ac64X1Kt5KANJW3aNdVb9R3YyNkSHHpzFJyFzXdW/s320/20190927_161003.jpg" width="320" /></a></div>
Paul has a 64 MHz oscillator in his and states, reasonably enough, that that's a good starting frequency because, "The harmonics should be audible at 2304, 3456, 5760, and 10,368 MHz, but there are no harmonics at the common IF frequencies of 144 or 432 MHz, reducing the chances of detecting a birdie". Fair enough, but I'm actually happy to have a signal at 144 and 432 also -- I should be able to switch things on and off to detect if it's my signal or a birdie.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7D13sgtcgLFuHSyx8-fu7raHPqAfyRaaSJhj0qbLcf1ECpaoFO9sEmI_oZ-kmHNGM8hUQuh2EYjHDLqphp_3jrzOf2PE7FyRnAR4UERGM7xeljUrVhgTGnYESyWGrN9vQJCyrH7rYuioV/s1600/20190927_162107.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1000" data-original-width="486" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7D13sgtcgLFuHSyx8-fu7raHPqAfyRaaSJhj0qbLcf1ECpaoFO9sEmI_oZ-kmHNGM8hUQuh2EYjHDLqphp_3jrzOf2PE7FyRnAR4UERGM7xeljUrVhgTGnYESyWGrN9vQJCyrH7rYuioV/s320/20190927_162107.jpg" width="155" /></a>I substituted a MAR6 for the MAR3 in the schematic but the principle is the same -- over drive a MMIC with an oscillator to generate a bunch of harmonics. Instead of Paul's 9V battery regulated down to 5 VDC, I'm running mine from a 3.6 V Li-ion battery and boosting to 5 VDC for the oscillator.<br />
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And it works great! Check out the full scale signal on my VX-6R at 576 MHz, the 40th harmonic. It's easily audible at 1296 MHz as well. I am very curious to see just how close this dude is in frequency when multiplied up many times. Now I just need to build my transverters for 2304, 3456, 5670, and 10,368 MHz....<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-12757911097378241172019-09-11T11:16:00.001-07:002019-09-11T11:16:47.327-07:00Antenna rework begins at ThePalmHQ!<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYc0-qJOmAX5F9OwQOBRJ4VB0_H055xPdOXmFqVA545nntNwramPaWeJiDBDzcTxbRJuA88gYj2ssbJLpfCidbYa1ySBajdcMvgGsQ3fjHGNR4SR5hvf1KHEiybt33EVm2mz04Fx89fuek/s1600/20190803_084918.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="778" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYc0-qJOmAX5F9OwQOBRJ4VB0_H055xPdOXmFqVA545nntNwramPaWeJiDBDzcTxbRJuA88gYj2ssbJLpfCidbYa1ySBajdcMvgGsQ3fjHGNR4SR5hvf1KHEiybt33EVm2mz04Fx89fuek/s320/20190803_084918.jpg" width="155" /></a>After something of a ham radio hiatus, I'm back at it! I was able to get on the air for three contests so far this year -- the ARRL VHF contest in June, the CQ VHF contest in July, and the ARRL UHF contest in August. Now I'm scrambling to get some major antenna rework done before the ARRL September VHF contest....this coming Saturday!<br />
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The antenna stack that I <a href="https://w9hq.blogspot.com/2015/10/new-antennas-50-mhz-and-up.html">reported on back in 2015</a> has been working pretty well. But unfortunately my 222 MHz homebuilt quagi first turned 90 degrees to the rest of the stack (much harder to aim that way!), then went completely south when its driven element broke. Happily, with the help of Jon, W0ZQ, I was able to secure a K1FO-style long-boom yagi for 222 MHz from the estate of W0GGM (SK, requiescat in pace.) So that's going up in its place and should give me a nice boost on that band. 2 dB maybe?<br />
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Then, with the help of Donn, WA2VOI, I was able to get a 12 foot loop yagi for 902 MHz and a Tonna 55-element yagi on a 15 foot boom for 1296 MHz from the estate of K0FQA (SK, requiescat in pace.) These two dudes should give me a serious footprint on those two bands.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-51707550793599226092016-08-30T07:52:00.001-07:002016-08-30T07:55:01.046-07:00Fixing My Astron Power SupplySome time ago I posted about <a href="http://w9hq.blogspot.com/2010/05/ft-897d-deaf-on-6-meters-no-more.html">fixing the front-end of my FT-897 tranceiver which had gone deaf on 6 meters</a>. I've gotten a number of comments and emails from folks thanking me for supplying those details -- they were able to get their rigs fixed as well.<br />
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In that spirit, here's a report of my latest equipment fix. I have two Astron power supplies for the shack, an RS-35M (the one with the meters) and a RS-35A (with no meters.) The 35M powers the main rigs, transverters, and accessories.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVOHT83WOLjsKeORf9H8U-sCHfXsn3jaMq1smJLeekKmJ5-t4Dyim0h2lNmaW4NN2sSADYe3YEHkTuMk-JhbPjXiUOO8OR67krygfpwRbt9eEK22xulVhkRUOhiP_DBUApvSzdOSBgesfe/s1600/IMAG0946.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVOHT83WOLjsKeORf9H8U-sCHfXsn3jaMq1smJLeekKmJ5-t4Dyim0h2lNmaW4NN2sSADYe3YEHkTuMk-JhbPjXiUOO8OR67krygfpwRbt9eEK22xulVhkRUOhiP_DBUApvSzdOSBgesfe/s320/IMAG0946.jpg" width="180" /></a>The 35A was slated to power various VHF and UHF power amplifiers as I bring them on-line. I bought it used and it started to have problems almost right away. It came up with the correct voltage on the output and could supply a
little bit of current (it could run an FT-897 on receive) but as soon as a
significant load appears (the FT-897 on transmit) its would cut power.<br />
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<span id="goog_1980218043"></span><span id="goog_1980218044"></span>A little on-line discussion and snooping indicated that it was probably the SCR/crowbar board. Well, I didn't have a lot of time to horse around with this, so I decided to go for the low-hanging fruit. I ordered a couple of LM723CNs off of EBay (for a whopping $0.99 shipped!). This past Saturday I pulled off the cover, removed two bolts holding down that crowbar circuit PCB, and swapped out the LM723 -- happily it's socketed (circled in red). Screwed the PCB back down, turned on the power supply and Presto! It's able to put out full current now without tripping the crowbar circuit.<br />
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Now THAT's the kind of fix I like -- three minutes of my time and $0.99 of my money. I hope this helps somebody else get an Astron power supply back in play.<br />
<br />Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2022179024567710809.post-62506032552621168922016-07-26T10:50:00.000-07:002016-08-30T07:56:44.656-07:00Testing Out a Noise Source<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoBMVLClXpdUkltwZYlkkvfjtVK7TA-6QyXxKadjIi7koUnGKclklsTWGqH4QPHB7etYLo0JSigwOyKagUrewJaoN7Ig_NUWXxfis70mwkzn9IQAKedsUEUvK77Bi_trmj_4NkPmmzT-wt/s1600/IMAG0876.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoBMVLClXpdUkltwZYlkkvfjtVK7TA-6QyXxKadjIi7koUnGKclklsTWGqH4QPHB7etYLo0JSigwOyKagUrewJaoN7Ig_NUWXxfis70mwkzn9IQAKedsUEUvK77Bi_trmj_4NkPmmzT-wt/s320/IMAG0876.jpg" width="180" /></a>Something I've craved for a long time here at ThePalmHQ is an antenna analyzer that can work all the way up into the microwave region. I have an MFJ-259C and I have appreciated it for use on HF and 2 meter antennas. But for 222 MHz and above something else is needed.<br />
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A video by Adam, 9A4QV inspired me to put together my own analyzer that will work well into the GHz range. He's posted a video about it <a href="https://www.youtube.com/watch?v=SAAF2FvV9g4">here</a> and a more detailed presentation of the same thing has been posted by the folks at RTL-SDR.com <a href="http://www.rtl-sdr.com/rtl-sdr-tutorial-measuring-filter-characteristics-and-antenna-vswr-with-an-rtl-sdr-and-noise-source/">here</a>. Basically, with a noise source, a directional coupler, an RTL-SDR dongle,and some free software we can analyze antennas and filters through all of our amateur bands up through 1296 MHz. What's especially great is that the total cost of all of this should be around $50!<br />
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I tried out the first piece today, the noise source -- a simple device that just honks out an RF signal across a wide frequency range. These are available for $20ish off of EBay (I got mine <a href="http://www.ebay.com/itm/111392810099?_trksid=p2057872.m2749.l2649&ssPageName=STRK%3AMEBIDX%3AIT">here</a>, but there are a bunch of sellers -- just search for "noise source".) A number of postings on-line note that earlier versions of these boards ran too hot and died. The good news is that there's a redesigned board using SOT-89 MMICs instead of SOT-86s (be sure to get the 2016 version). Mine runs hot, but not self-destruct hot. An added advantage is that this redesign seems to put out a lot more power -- mine averages around -25 dBm across a pretty broad spectrum, whereas earlier versions seemed to put out more like -40 dBm.<br />
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I looked at the output on a spectrum analyzer. It's putting out around -10 dBm at the very low end of the spectrum, has a pretty flat output between 200 - 1500 MHz where it's between -22 and -27 dBm and then it falls off to -40 dBm at 3 GHz. There's probably useful power above that, but that's the upper limit of this analyzer.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPnO5SF4stR0GqsrT_IXxOz4DWYL5Lit1Fz3kx0W_v0yZTWniQUb5eu6JgBQQp1PU1bTtoIQo9RbGDsMVcAT-S6P6V1mK_JZ72M-1EvFds-sed3RxE6nwQQTUtOfBgXSfo3U36lqiC-cAb/s1600/IMAG0879.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPnO5SF4stR0GqsrT_IXxOz4DWYL5Lit1Fz3kx0W_v0yZTWniQUb5eu6JgBQQp1PU1bTtoIQo9RbGDsMVcAT-S6P6V1mK_JZ72M-1EvFds-sed3RxE6nwQQTUtOfBgXSfo3U36lqiC-cAb/s320/IMAG0879.jpg" width="320" /></a><br />
I'm looking forward to sweeping a <a href="http://www.wa5vjb.com/yagi-pdf/cheapyagi.pdf">WA5VJB "cheap yagi"</a> that I built for 1296 MHz as my first real-world application. If this works out as well as I hope, I may just ditch that MFJ-259 entirely. Stay tuned....Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-9342420889940440612015-10-09T19:47:00.001-07:002015-10-09T20:03:48.321-07:00New antennas, 50 MHz and up!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4VfvcNRlwjd4ugBZyapdzUWf9v6RLh5uAB9iTsSHVzw5LbwLsBgD8sF3hDXRnBPxtf4CfBUWRIXxnOB1T5Xu6MA2LAE0DJi0_4jBAKctxb3D6gpOQAfnYqZSC8UpEO-aYOKnWchYPiRHO/s1600/100_9982.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4VfvcNRlwjd4ugBZyapdzUWf9v6RLh5uAB9iTsSHVzw5LbwLsBgD8sF3hDXRnBPxtf4CfBUWRIXxnOB1T5Xu6MA2LAE0DJi0_4jBAKctxb3D6gpOQAfnYqZSC8UpEO-aYOKnWchYPiRHO/s400/100_9982.JPG" width="400" /></a></div>
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I just completely reworked the VHF-UHF antennas here at the Palm HQ. Everything came down, I installed a new rotor, and then put up new antennas on 50, 144, 222, and 432 MHz. For 50 MHz I have a Cushcraft A50-5S five-element beam. 144 MHz is covered by a Cushcraft A148-10S 10-element yagi. I built an N6NB 8-element quagi for 222 MHz. And 432 MHz sports a 22-element K1FO yagi.<br />
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These antennas aren't up very high off the ground, but our QTH is at about 1250 feet above sea level and has a commanding view in all directions.<br />
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Everything performed very well in the September ARRL VHF Contest. I have lots of plans to upgrade on all those lower bands, plus push up to 902 and 1296 MHz. But for now it's simply nice to be back in business for basic VHF and UHF weak signal work.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-36773462074403290772015-08-19T07:11:00.000-07:002015-08-20T13:00:34.496-07:00A Proper IF Rig.....Finally!<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJVGo73ykGfwuq_zCM2v7PsxIx2qQ3hPlkIKmsQivbqXF1dKl636lQWo610NDQKQ_P9O_0SYLyKJlXX0K16hhAiusRiPkJqdbxzXHz85ZJagquRUE6TnpKt70pEbpJafZvsoAh2Upz58G_/s1600/DSC00577.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJVGo73ykGfwuq_zCM2v7PsxIx2qQ3hPlkIKmsQivbqXF1dKl636lQWo610NDQKQ_P9O_0SYLyKJlXX0K16hhAiusRiPkJqdbxzXHz85ZJagquRUE6TnpKt70pEbpJafZvsoAh2Upz58G_/s200/DSC00577.JPG" width="200" /></a>It has taken me way too long to get to this point. I have been working off and on (mostly off, I'm afraid) working with and building my own transverters, <a href="http://w9hq.blogspot.com/2010/05/it-lives-but-it-limps.html">for almost six years now</a>. One obstacle I've encountered again and again is the need for a proper IF rig, with an attenuator that switches in and out of the RF path during transmit automatically.<br />
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For those unfamiliar with how a transverter works, basically you start with a local oscillator (LO) at frequency X. You then mix that with an intermediate frequency (IF) Y to get the desired operating frequency X + Y (or less commonly X - Y). So for example if you start with an LO running at 756 MHz and mix that with the output from an IF rig at 146 MHz, presto! you're operating at 902 MHz.<br />
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I have found out the hard way that transverters are fiddly things. The mixer that combines that IF and LO, for example, can only take a few milliwatts of power. More than once I've blown the mixer on my transverter because I thought I could hook up an IF rig with no attenuator, just to test the receive path. I won't accidentally transmit <b>this </b>time.....really, I won't (zork! smoke......$#%@&!)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4zdC-VYPdxKbxFtOggMrzEYbuQ6UCLU7PPYFbIdDUOWheKdS-gEvFhwoMPBGrCabU9xI38NLN-wuCWG7QLVPr46Ksaud37qhiKBm2_qU7kwGgIbi5hToymsIEg0RnfEd8yqy4T6-WCl0o/s1600/DSC00578.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4zdC-VYPdxKbxFtOggMrzEYbuQ6UCLU7PPYFbIdDUOWheKdS-gEvFhwoMPBGrCabU9xI38NLN-wuCWG7QLVPr46Ksaud37qhiKBm2_qU7kwGgIbi5hToymsIEg0RnfEd8yqy4T6-WCl0o/s200/DSC00578.JPG" width="200" /></a>I've had a <a href="http://www.downeastmicrowave.com/product-p/tck.htm">Downeast Microwave (DEM) Transverter Control (TC)</a> kit for a long time now. This board is particularly good for use with the <a href="https://groups.yahoo.com/neo/groups/w1ghz-transverter-builders/info">W1GHZ transverters</a> that I'm building, because it can be configured for transverters with a single mixer. Well I finally got the thing built, tested, adjusted, and integrated with the rig. It works great. Why did this take me so long? This is not exactly rocket science, eh? I don't know why. But I'm glad to have it done.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQcRH8Enr4S1P9wJgwZZ79hSwr_SiRBWqDphCRYwM9K3JjsFJhsPTD3_WsHaXPrJS74Aq-WRhrZiZXjcJAzYQZGtr8eq1FtXrfpSpveLw2A8X07ZlIPd05oakEJVJ1gafP3VJHL8GYX6Zj/s1600/DSC00580.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQcRH8Enr4S1P9wJgwZZ79hSwr_SiRBWqDphCRYwM9K3JjsFJhsPTD3_WsHaXPrJS74Aq-WRhrZiZXjcJAzYQZGtr8eq1FtXrfpSpveLw2A8X07ZlIPd05oakEJVJ1gafP3VJHL8GYX6Zj/s200/DSC00580.JPG" width="200" /></a>As you can see from the pictures, I have a Yaesu FT-817 and TC board (in a scrounged enclosure)
velcroed together and connected with some stubby cables. A single Power
Pole connector powers both rig and TC with one connection. Included in the enclosure is a SP4T RF relay that I got from K2TER (thanks Bill!), so that with the twist of a rotary switch (not yet wired in) I'll be able to switch my IF to up to four transverters. I also
rigged up a simple pushbutton allowing me to key the FT-817 while I test
the transverters.<br />
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So that's the interface. What about the rig itself? I'm using a Yaesu FT-817 because I think it makes just about the perfect IF rig. It can do 28, 144, or 432 MHz IF. It can be modified to transmit out-of-band for odd IF frequencies (legal to do if you're only generating that RF for a transverter intermediate frequency.) And of course it can do HF, VHF and UHF FM, satellite, and a bunch of other fun stuff. I managed to find a reasonably priced FT-817 non-D radio, which was just what I wanted. The non-D has had some problems with blown finals at full power, but I don't care about that because I'll only be transmitting at around 1 watt all the time.<br />
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I'm going to modify the FT-817 further to incorporate the <a href="http://www.w1ghz.org/small_proj/FT817_Panadapter_board.zip">N1JEZ/W1GHZ panadapter</a> (I'll write up that project as it happens), which I'll then use with an inexpensive SDR-RTL (more on that later too) to get a waterfall display. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7ZXdPo3qOOvQ1YqtDYKSR9Y6fzp5ToEwk7V2nI9VaWzsFbLoMF6FyGZ_eha41XShtg1cbXxpVmIwJOECOqgkc4yp-7HcmFkmYx7JffnhWUJN1FLElVvoyMKtwxAneqNI52r4Q8UZ-DPN-/s1600/DSC00582.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7ZXdPo3qOOvQ1YqtDYKSR9Y6fzp5ToEwk7V2nI9VaWzsFbLoMF6FyGZ_eha41XShtg1cbXxpVmIwJOECOqgkc4yp-7HcmFkmYx7JffnhWUJN1FLElVvoyMKtwxAneqNI52r4Q8UZ-DPN-/s200/DSC00582.JPG" width="200" /></a>I adjusted the DEM TC board to give me just about 0 dBm (1 mW) out for 1 watt in (that's the L2 power setting on the FT-817.) That lets me drop down to around -3 dBm with the 0.5 watt setting or bump up to 3 or 5 dBm if I need a bit more oomph.<br />
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So finally I have an IF rig tightly interfaced to a transverter control. So now I just need to get a W1GHZ transverter on the air.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-55883482656236644432015-08-11T07:31:00.000-07:002015-08-11T11:21:01.821-07:00Getting a fresh footprint on 432 MHz at the Palm HQ<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKL7vJ64KYE4X0M-WkfRDZJ1NYnN29t0I2tHskwg5Lggs_8Kq3kWV7C9tJnSPwjQDMdSm6pBvtHcZJHOTJa5B2Go3lXfTPGUwDDIvtxFDDBDCTU7KOj2lRPvI9FkrdPadAsYAnbAm6Kyni/s1600/100_1295.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKL7vJ64KYE4X0M-WkfRDZJ1NYnN29t0I2tHskwg5Lggs_8Kq3kWV7C9tJnSPwjQDMdSm6pBvtHcZJHOTJa5B2Go3lXfTPGUwDDIvtxFDDBDCTU7KOj2lRPvI9FkrdPadAsYAnbAm6Kyni/s200/100_1295.JPG" width="200" /></a></div>
I am in the process of upgrading all of my VHF-UHF antennas here at the Palm HQ and made a nice breakthrough last night on 432 MHz. For some years now all I've had on that band is a cheesy little 6-element beam. That's not a lot of gain, so performance wasn't great.<br />
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I've been getting emails about a Monday night weekly net on 432 MHz run by Steve, N4PZ down in Mount Morris, IL which is a 130 mile shot from me. Since I recently acquired a 22-element boomer for 432 I thought last night would be a good time to try things out.<br />
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I assembled the yagi, attached it to a 9 foot piece of PVC, lashed it to our clothesline pole, hooked up a feed line and routed that into the house. The SWR isn't perfect, but not bad -- I can probably tweak that a bit for a better match.<br />
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I pointed the antenna in Steve's general direction and waited for the start of the net some hours hence. But then I noticed that Bob, K2DRH, was on the ON4KST chat so I asked if he could give me a shout on 432.100 MHz. In the meantime I ran outside and swung the beam to point more or less at Bob. Sure enough, a few minutes later I heard Bob in there (he's also about 130 miles from me) and we were easily able to make the QSO. Bob thought it should been stronger but since I just guesstimated his direction it probably could have been optimized.<br />
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I swung the antenna back toward N4PZ's QTH and not long after that heard him in there calling me. There was some fading and, as with K2DRH, I'm sure that the direction needed to be tweaked. But it was good solid copy both ways, even with my measly 10 watts.<br />
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When that antenna gets up to 40 feet and I kick in the amplifier I should be very solid indeed on 70 cm.<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-17980918818511893102013-07-25T14:42:00.001-07:002013-07-31T09:56:57.281-07:00The QRP2000 Frequency GeneratorI'm back to working on ham radio projects and so it's time to get back to blogging about it too.<br />
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I'm still seriously into weak signal VHF-UHF-SHF work, an aspect of ham radio that I never thought would hold any interest for me but which I now find fascinating. My goal is to build the whole line-up of W1GHZ transverters, from 902 to 3456 MHz (see <a href="http://www.w1ghz.org/MBT/multiband.htm">W1GHZ's documentation</a> and also the <a href="http://groups.yahoo.com/group/w1ghz-transverter-builders/">Yahoo! group I started for other builders</a>).<br />
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To that end I have had serious need of a signal source. Basically, if you've just applied power to a homebrewed transverter, you need to know whether it can receive something. A simple crystal oscillator will work, allowing you to hear some weak harmonics. But I craved something more substantial. Now I've got it.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihTciaR6HPGtBqBURJvVAza5BNr_8wbt8P_CEkm41KI7AogYn1sB3OS423HWTsn92FDx6O1Gl1I-eW0FUoJw3ctC-t_qEqQcjmdXRo2B2hX0jZNOwRn3oLL4TsyJwB9-sLvmh05BzbKvS4/s1600/W9HQ+QRP2000+USB,+Outside.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihTciaR6HPGtBqBURJvVAza5BNr_8wbt8P_CEkm41KI7AogYn1sB3OS423HWTsn92FDx6O1Gl1I-eW0FUoJw3ctC-t_qEqQcjmdXRo2B2hX0jZNOwRn3oLL4TsyJwB9-sLvmh05BzbKvS4/s200/W9HQ+QRP2000+USB,+Outside.jpg" width="200" /></a>I settled on the <a href="http://sdr-kits.net/QRP2000_Description.html">QRP2000 kit from SDR-kits</a>. Utilizing the Si570 from Silicon Labs (mine has the A grade, LVDS chip) this unit provides frequency selection via USB control from 3.5 - 1500 MHz. I just finished mine and it is as cool as can be.<br />
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The kit took about 2 hours to complete, including mounting in the custom enclosure highlighted at left.<br />
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The only hitch in the building process was that I received a tape of 47 ohm resistors that were supposed to be 4.7K. I should have checked the values before stuffing them. But I didn't and of course the board didn't work. After going over and over my soldering and checking the polarity of diodes and such, I finally on a whim checked the resistance on a couple of the microprocessor control lines and found this mistake. Fortunately nothing was damaged and stuffing the correct values immediately resulted in a working board.<br />
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There are a couple of software applications available to set the output frequency. The frequency ranges for the "A" chip are spec'ed at 10 - 945, 970 - 1134, and 1212.5 - 1417.5 MHz. Mine doesn't seem to have any of those gaps and the actual range extends beyond each end--I'm getting continuous coverage from 3.5 - 1500 MHz.<br />
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Power-wise I'm getting between -10 and -3.5 dBm out from the Si570 chip, depending on frequency. My plan is to bolster that by 15 or 20 dB in order to be able to use this box to drive a mixer, so that I can use this dude as an agile LO for any given project. I'll drop another little amplifier PCB in between the main board and the connector and post an update with the results.<br />
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But even without the additional gain this puppy is perfect for a signal source to check out the receive on a transverter. It puts out a nice square wave, so it's rich in harmonics. I found that running at 100 MHz, the 15th harmonic was only 27 dB down from the main signal. I currently have a "cheater" 902 MHz transverter at home, to get KC9JTL and me on that band for the upcoming ARRL UHF contest and the 82nd harmonic of an 11 MHz source is a welcome sign that all is well on receive.<br />
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This unit has a ton of applications, including some for my day job. If you need a super-flexible signal source, this is hard to beat.<br />
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Next up is to build <a href="http://www.w1ghz.org/small_proj/Power_detector_board.pdf">W1GHZ's RF Power Detector</a> board.<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-64175276032259084982012-01-10T15:54:00.000-08:002012-01-10T15:54:22.074-08:00Another Ham at The Palm HQ <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxRNHgcx65sHTrq9l0H7hT6SCdAS49rQvaCSayHch0SgbA8_KsS4-4BKNlaGRFjvUBe-2MjnF9u0aslTVSI53BAFld9JoZj4dDaIAwP5h_ZGmpb76uuUlr0ZUB6aIdLihSTikVAYpI5f2N/s1600/Emily+Gets+Her+Ham+Radio+License.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxRNHgcx65sHTrq9l0H7hT6SCdAS49rQvaCSayHch0SgbA8_KsS4-4BKNlaGRFjvUBe-2MjnF9u0aslTVSI53BAFld9JoZj4dDaIAwP5h_ZGmpb76uuUlr0ZUB6aIdLihSTikVAYpI5f2N/s320/Emily+Gets+Her+Ham+Radio+License.jpg" width="320" /></a>I'm happy and proud to say that we have another ham radio operator in our family. My oldest daughter Emily took a Technician class offered by Ralph Hendrickson, KC9LBO last year. Just before Christmas she and seven other prospective hams took their exam. Emily passed her exam with a score of 100% and over the Christmas break she got her call sign: KC9VEM<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4dZuLwpJXmYL5RkKKNyDOrPELH1T_YuNYxUdMq7ZqJEKBBBy7IsuhFMGFpxxlfwR67lSlXGLMgFW_GyBu9R14DxsIYwyvTMbSWLBXp7xP1IyGUGb8Mf9FFJBQRqaXIqSf8MQ-opmOb1X4/s1600/Christopher+Upgrades+to+General.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4dZuLwpJXmYL5RkKKNyDOrPELH1T_YuNYxUdMq7ZqJEKBBBy7IsuhFMGFpxxlfwR67lSlXGLMgFW_GyBu9R14DxsIYwyvTMbSWLBXp7xP1IyGUGb8Mf9FFJBQRqaXIqSf8MQ-opmOb1X4/s320/Christopher+Upgrades+to+General.jpg" width="320" /></a></div>I'm also very proud of my son Christopher, KC9JTL, who upgraded to General at the same time.<br />
<br />
A big thanks to KC9LBO for taking the bull by the horns and providing the instruction and motivation needed to get a bunch of new hams on the air.<br />
<br />
The Palm family amateur radio tradition continues.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-72612589277330769452011-02-17T05:55:00.000-08:002011-03-02T12:30:06.518-08:00Hacking Cobra Microtalk FRS radios: Intro<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqh3T7fHK6Izzh4c4CLM2WzOlzmAiJPHYq4FrS2A9dGGMfiGCf6jA-KQlITvPoJONveDFwx1Ibk5SVHK1klQ6w_8-PQaSEcKRgEPmbxd3TdymPgWufaZ0fQGbULZseeXtJ9VP2CYa_4zMO/s1600/Dr+Cool+Hacks+the+Cobra+Microtalk.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 241px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqh3T7fHK6Izzh4c4CLM2WzOlzmAiJPHYq4FrS2A9dGGMfiGCf6jA-KQlITvPoJONveDFwx1Ibk5SVHK1klQ6w_8-PQaSEcKRgEPmbxd3TdymPgWufaZ0fQGbULZseeXtJ9VP2CYa_4zMO/s320/Dr+Cool+Hacks+the+Cobra+Microtalk.jpg" alt="" id="BLOGGER_PHOTO_ID_5574659660686655378" border="0" /></a>Are the ubiquitous and incredibly cheap FRS radios of any use in ham radio?<br /><br />I have always been really curious about that. But a Google search turns up very little in the way of hams hacking FRS radios for amateur radio uses. Well, I'm working with Dr. Cool (who prefers to remain anonymous) to do just that. We got some Cobra Microtalk FRS radios for just $2.50 after rebate. Cool opened them up to see just what's inside.<br /><br />Turns out that the PLL chip is clearly marked (it's the MCD2926) and the datasheet is available. Reprogramming the PLL for different freqs is pretty simple. I even created a spreadsheet that lets you plug in a frequency and it comes up with the various command values you need to send to the chip. So theoretically, a guy should be able to push these dudes down into the ham bands by 1) retuning the VCO that's in the radio to go down about 20 MHz (from the FRS allocations, into the 430 - 450 MHz ham band) and 2) hijacking the control pins to the PLL to tell it where to go. Maybe just the first would actually get you into the ham band.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib3l5JNA5KWmsAcCFx9vwzjLNDLk3ikM_B7EknkbMIonSPN2wcCYkRdLMLXFWxJoOZH8GPahmCrIT4MiZvNEajn9vpzhl46ee44ZMVz9NkMy10fiembZLFI2rTYZzxXN-0hsUCR-3AWkNx/s1600/Cobra+Microtalk+on+the+Bench.jpg"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 320px; height: 241px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib3l5JNA5KWmsAcCFx9vwzjLNDLk3ikM_B7EknkbMIonSPN2wcCYkRdLMLXFWxJoOZH8GPahmCrIT4MiZvNEajn9vpzhl46ee44ZMVz9NkMy10fiembZLFI2rTYZzxXN-0hsUCR-3AWkNx/s320/Cobra+Microtalk+on+the+Bench.jpg" alt="" id="BLOGGER_PHOTO_ID_5574659741251126402" border="0" /></a>The other thing I'd like to do is to replace the VCO that's on the radio with one of the Maxim VCO parts (MAX2605/2606/2607/2608/2609, costing about $1 each). That way you'd get a nice programmable oscillator for the range of the particular VCO you select. Seems like it would be great for a small bench-top programmable oscillator or for the basis of a cheap beacon for 50/144/222/432 MHz.<br /><br />We're going to keep hacking at these things, so I'll keep you posted.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBCcBLBinKteMb89vy7pysFYXKGx_VyP_geVQJnC5tGY09k7ATNFF8Eugv2s4jSEjzawXltr3-ilIkE8LRdM457IdBdnlctCExmMbu7v2nqKiprcbhNhwEggDeuYPIRapZm-mNbuvuI4xw/s1600/Cobra+Microtalk+Waveforms.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 241px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBCcBLBinKteMb89vy7pysFYXKGx_VyP_geVQJnC5tGY09k7ATNFF8Eugv2s4jSEjzawXltr3-ilIkE8LRdM457IdBdnlctCExmMbu7v2nqKiprcbhNhwEggDeuYPIRapZm-mNbuvuI4xw/s320/Cobra+Microtalk+Waveforms.jpg" alt="" id="BLOGGER_PHOTO_ID_5574659897429237314" border="0" /></a><br />[Here's the data stream being sent to the PLL chip. Won't be hard to program a little PIC processor to send that out.]<br /><br />73 de W9HQUnknownnoreply@blogger.com4tag:blogger.com,1999:blog-2022179024567710809.post-36396799812282993822011-02-14T06:11:00.000-08:002011-02-14T06:22:26.630-08:00W9HQ on Transverters in QST Magazine<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGQJZRIOTD4PdiBQNSBU3xxqRXJwOvQG735nnaFqOEeIAYTD_YQV7SMTIdva0lTtGIjVgRQQvCPwrd-CaC2ZpolekS-3m4vLIAP5GdtCvQRfnLC6Cam1h-p2LsjPL7h2dEfpcJT-2TWkkZ/s1600/902+xvtr+Top+View.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGQJZRIOTD4PdiBQNSBU3xxqRXJwOvQG735nnaFqOEeIAYTD_YQV7SMTIdva0lTtGIjVgRQQvCPwrd-CaC2ZpolekS-3m4vLIAP5GdtCvQRfnLC6Cam1h-p2LsjPL7h2dEfpcJT-2TWkkZ/s320/902+xvtr+Top+View.JPG" alt="" id="BLOGGER_PHOTO_ID_5573548467660802962" border="0" /></a>I recently worked with Paul Wade, W1GHZ, to have a little blurb in his Microwavelengths section of QST magazine. This year I have resolved to get serious about finishing up at least a few of my W1GHZ transverters, hopefully in time for the August ARRL UHF contest. Working on these projects is exciting and educational. I started a Yahoo! group for other builders and it has almost 100 members now, with a nice boost from the QST article. 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<w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"> <w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"> <w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"> <w:lsdexception locked="false" priority="37" name="Bibliography"> <w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal">UHF and SHF weak-signal operation is an aspect of ham radio that held no interest for me, until recently.<span style=""> </span>Now, however, I’ve been totally hooked by this new frontier in radio.<span style=""> </span>The circuits needed to generate such high frequencies have always been mysterious to me and the technical challenges and sometimes esoteric materials involved discouraged me from seriously pursuing any sort of equipment building.</p> <p class="MsoNormal"> </p> <p class="MsoNormal">Fortunately, the levels of integration available in individual RF parts capable of functioning way up into the GHz levels is such that the really hard work has been done for us.<span style=""> </span>The amplifier, mixer, and filtering blocks are cheap, readily available, and highly optimized.<span style=""> </span>What’s left is combining these building blocks into a design capable of operating in the ham bands.</p> <p class="MsoNormal"> </p> <p class="MsoNormal">The transverter circuits created by W1GHZ are delightfully simple and just examining the schematics and reading his description of how he designed them is an excellent tutorial in transverter operation.<span style=""> </span>Fundamental operations such as frequency multiplication, filtering, and IF/LO mixing suddenly become clear when confronted with such a clear and basic design.<span style=""> </span>Once you understand Paul’s simple designs, more complex transverters suddenly become clear.<span style=""> </span>They all work the same way!</p> <p class="MsoNormal"> </p> <p class="MsoNormal">Aspiring builders can get the PC boards from W1GHZ, but then you’re on your own to acquire the necessary parts from various sources.<span style=""> </span>A fine pointed soldering iron, a little magnification, and a steady hand are all that are needed to stuff the small surface mount parts to the boards.<span style=""> </span>But this is not kit building, so definitely not for the beginning builder.<span style=""> </span>There are no part by part instructions on how to assemble these boards and the means of final check-out is entirely up to the individual.<span style=""> </span>That brings up a potential obstacle for some builders.<span style=""> </span>At least in my opinion, check-out of the modules would be very difficult without at least some access to a spectrum analyzer.<span style=""> </span>With an analyzer I was able to bring up the 1152 MHz LO for the 1296 MHz transverter and found immediately that, although it was oscillating, its output was extremely low.<span style=""> </span>Working back over my board revealed that I had misconnected one end of the bias resistor to the final amplifier stage.<span style=""> </span>A quick rework brought the LO up to its desired output. <span style=""> </span>I can’t really imagine how I would have found something like that without a spectrum analyzer.</p> <p class="MsoNormal"> </p> <p class="MsoNormal">I’m learning incredible amount both in theory and practice by building my W1GHZ transverter boards.<span style=""> </span>I can’t wait to get one on the air—that first contact with a SHF transverter that I built myself will be thrilling indeed.</p> <p class="MsoNormal"> </p> <p class="MsoNormal">Those interested in joining an on-line group dedicated to building W1GHZ transverters are encouraged to visit<span style=""> </span><a href="http://groups.yahoo.com/group/w1ghz-transverter-builders/">http://groups.yahoo.com/group/w1ghz-transverter-builders/</a></p> <p class="MsoNormal"> </p> </blockquote>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-91988390036264872532010-08-03T18:28:00.000-07:002010-08-03T19:45:41.512-07:00First Aurora QSOs Ever!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghStJcnCOaSTA6DWTHXByVjD7jinoU_w2-1T6FKdwZDmQ0Vzihloz73rBKMrLO_adWB8_KShOLGwVzC3E8PEh7UOCtu_M4ZUkMx1KEEhFeeGmK4gCERZfgCzq_SMqCZNJBtKJdcBYoH8Cd/s1600/Aurora.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 159px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghStJcnCOaSTA6DWTHXByVjD7jinoU_w2-1T6FKdwZDmQ0Vzihloz73rBKMrLO_adWB8_KShOLGwVzC3E8PEh7UOCtu_M4ZUkMx1KEEhFeeGmK4gCERZfgCzq_SMqCZNJBtKJdcBYoH8Cd/s200/Aurora.jpg" alt="" id="BLOGGER_PHOTO_ID_5501360989592941602" border="0" /></a>This afternoon I got the word via e-mail that there was an aurora opening on 6 and 2 meters. I spun the antennas north, fired up the IC-746 and listened. Sure enough, there were those strangely garbled CW signals coming in here and there. I listened for a while and answered a couple of CQs. I was able to work first N0SM in EN30, about 200 miles south of me and then W0RT in EM27, about 500 miles south of me. That's communicating hundreds of miles to the south......while the antenna was pointing north! How cool is that?<br /><br />73 de W9HQUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-60647206582558470682010-06-29T08:43:00.000-07:002011-01-11T18:22:05.353-08:00QRP for Field Day 2010Other commitments kept me from joining one of the local groups of hams for Field Day this year. But it just so happened that I got an FT-817ND in the mail that Saturday morning. Obviously, I had to try it on the air and Field Day seemed like a perfect opportunity.<br /><br />I connected the rig to a battery/solar panel combo and my off-center fed Windom antenna. This is the first QRP rig that I've owned, so obviously I'm no expert. But between this and my experiences in VHF-UHF contesting here are a few of the things I found about making contacts in less than ideal situations.<br /><br />I made contacts on 40, 20, and 10. 10 was great when it was open, because there was so little QRN. One thing is to try and maximize opportunities on the higher bands when they're open, because a QRP signal will really shine because it doesn't have to overcome S6 or S8 noise. 6 meters has been open a lot lately and you can do fantastic things with 5 watts on 6 meters. 10 meters is great this way too. And the antennas are very manageable. I built a little 2 element beam for 6 meters, turn it with a small TV rotor, and it has performed wonderfully for me.<br /><br />During Field Day I made most of my contacts on SSB, a few on CW. 20 meter CW was an absolute zoo, so I didn't even bother. But in general, CW and QRP are a match made in heaven. CW is good for at least 10 dB in readability, especially in less than ideal band conditions, so you've made up most of your 12 dB difference between 5 watts and 100 watts right there. I was fast back in the day, but I can only clunk around now at about 10 wpm--but it's really a lot of fun and guys will slow down for you. So if you don't already do it, I'd say learning Morse code will give you a lot more satisfaction out of your FT-817 or any QRP rig.<br /><br />Now on SSB, a lot of guys have commented on the fact that the FT-817 lacks a speech processor. Okay, well that add-on is a little too expensive for me so I just do my own speech processing. I yell into the mike, at least in Field Day type conditions where I'm trying to break a pile-up. Pretty much literally shout into it. And I raise the tone of my voice, so that the higher pitch makes a more readable signal at the other end. My son, KC9JTL, speaks too quietly into the mike and keeps the pitch of his voice too low. He gets frustrated during contests that stations will answer me and don't him. Well, that's because I raise my voice. And I get the contacts. But if you're willing to part with more cash to deck out your FT-817, I'm sure a speech processor would be a nice addition.<br /><br />I signed QRP in my calls and several of the operators heard and cleared the way for me. "The QRP station, go ahead." Let's face it, a weak signal that is just a weak signal is uninteresting and difficult to work with. But a weak signal that is weak for a reason--either because you're QRP or because you're doing VHF-UHF-microwave stuff and you expect it be weak--well that's all of a sudden interesting to a lot more guys. So I'd suggest signing QRP after your call when calling CQ or trying to break a pile-up. Some guys will perk up at that and take the extra effort it takes to copy your weaker signal.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-50350822815845608672010-06-15T06:21:00.000-07:002010-08-03T19:49:25.261-07:00KC9JTL/R in the June 2010 VHF QSO Party<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZgndro3AVOZVDgFJfzt7LYleXuOd4Ek7y2GMUQdsO7BQsdk4Xf4mYQ8G0PrYsjVgRfPtNJJOZWUPPcmRYBhxFjyptov0D5ZrRjgd9zR59tS-ra1j5Lw1E1YxstfibDqQmdxeJuYl8QN-n/s1600/100_6786.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 150px; height: 200px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZgndro3AVOZVDgFJfzt7LYleXuOd4Ek7y2GMUQdsO7BQsdk4Xf4mYQ8G0PrYsjVgRfPtNJJOZWUPPcmRYBhxFjyptov0D5ZrRjgd9zR59tS-ra1j5Lw1E1YxstfibDqQmdxeJuYl8QN-n/s200/100_6786.jpg" alt="" id="BLOGGER_PHOTO_ID_5482991110358108738" border="0" /></a>After a rocky start, this contest definitely turned around and became a lot of fun.<br /><br />We were scrambling past our scheduled departure time to pull equipment together, so arrived late for our desired start on <a href="http://en.wikipedia.org/wiki/Grandad_Bluff"> Granddad Bluff</a> overlooking La Crosse. I'm grateful for the local hams that were monitoring and gave us contacts. Don't know if we missed any due to tardiness.<br /><br />Anyway, to run with a metaphor first used by Bill Davis (K0AWU) on the NLRS e-mail reflector, the major opening on 6 meters was almost the Grinch that stole "Christmas" for a rover station like ours. Yes, we had 6 meters and yes we could even operate while mobile. But we were seriously outgunned, with only 100 watts into a coax dipole up maybe 8 feet. So we only made a few QSOs on the drive up to the EN44-EN45-EN54-EN55 grid convergence. And when we got to EN55, 6 was still banging away and 2 was dead. We got a small flurry from the guys in EN44 and we thought, Okay here we go, but then silence again. We tried for more Qs on 6 with little success and even tried calling CQ and announcing that we were in the "rare" EN55. Nothing. <a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfeAINpKlogsNQTWlUWy34vOPShtue4dc91Omv-Enl2ht7BlhbwkA26MzIGXTUAenDJAAc1KiJXG9nFdVkBwI0_R8ieX4SnqVY9d7z3NHUwEDdzBuRzahcf5aBgm8r9eCn0fOtJX6Uytoa/s1600/100_6791.jpg"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 150px; height: 200px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfeAINpKlogsNQTWlUWy34vOPShtue4dc91Omv-Enl2ht7BlhbwkA26MzIGXTUAenDJAAc1KiJXG9nFdVkBwI0_R8ieX4SnqVY9d7z3NHUwEDdzBuRzahcf5aBgm8r9eCn0fOtJX6Uytoa/s200/100_6791.jpg" alt="" id="BLOGGER_PHOTO_ID_5482991223591448498" border="0" /></a>This was getting discouraging. Man, I thought, if this stays like this tomorrow it will be a total bust.<br /><br />Then came Santa Claus, or at least one of his helpers, K2YAZ over in EN74. He caught us just after we moved over to EN45. Worked him on 144, 222, 432 (but not 6 meters, because I forgot to throw the IF switch back to 6 meters after we were done on 222. Doh!). Then I got the idea of just moving to the other three grids and working him from there. He was a great sport and we did indeed catch him on those three bands in EN44, EN54, and EN55. Thank you so much Bob! You really saved the day. Finally, feeling much better about the whole thing, we headed for Wausau where we sacked out about 11 pm.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1EfXp-yKm4_UHEizY00G45RKIEYYmGc6c7z7QrFTj1SQvbnazZWzgF_lgXQ_3zXmkEVAyPq4xvqIIMc8rAsiXTHk_t5Gpet_iqAGjMxgNZQE0234lzsvHALIL_vgb1yNeHQe04VFZ5yN/s1600/pentecost_2009.7.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1EfXp-yKm4_UHEizY00G45RKIEYYmGc6c7z7QrFTj1SQvbnazZWzgF_lgXQ_3zXmkEVAyPq4xvqIIMc8rAsiXTHk_t5Gpet_iqAGjMxgNZQE0234lzsvHALIL_vgb1yNeHQe04VFZ5yN/s200/pentecost_2009.7.JPG" alt="" id="BLOGGER_PHOTO_ID_5482992559286208690" border="0" /></a>Sunday morning we assisted at the early Mass at <a href="http://www.blogger.com/www.institute-christ-king.org/wausau/">St. Mary's Oratory in Wausau</a>, caught a bite of breakfast, and then fortified in body and soul headed back out to do battle. We listened on 6 meters and heard nothing, so we decided that instead of driving south immediately per our plan we would go back out to the grid convergence and try again. So glad we did. It was much, much better now, with a number of stations finally listening on 2 meters. So in the end we worked KC9BQA, W9GA, W0UC, N8LIQ, K9UHF, and several others as we worked our way back through the grids. Now that's more like it! We then headed south where we set up in EN53 to work some 6 meter e-skip and some "locals", then to EN44 where we worked a few more, then finally back to EN43 for the last 45 minutes of the contest. Whew!<br /><br />Equipment-wise it was a scramble to pull it all together, but basically the station worked very well. I built a power distribution box with heavy fused cables coming from the engine compartment and PowerPoles out from there that worked like a champ. <a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjraa0RtJviTeHDszBYSPRx8QGMjMKK2A0KDgbhRXxqnE-Hlg01vpZQDpT6BZK3VIQP-vHzwTLrupKnnnre15DrFdDJMXfJ1B0_NvlODKuv8gVI8_kW0yq2JcYjFG52tjcisT3ua5DdSlTv/s1600/100_6795.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 150px; height: 200px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjraa0RtJviTeHDszBYSPRx8QGMjMKK2A0KDgbhRXxqnE-Hlg01vpZQDpT6BZK3VIQP-vHzwTLrupKnnnre15DrFdDJMXfJ1B0_NvlODKuv8gVI8_kW0yq2JcYjFG52tjcisT3ua5DdSlTv/s200/100_6795.jpg" alt="" id="BLOGGER_PHOTO_ID_5482991372304043250" border="0" /></a>We had a rotor for the antennas that was a huge improvement over the "armstrong" rotor we used last time. And we had a 4 element beam on 2 meters, 6 element <a href="http://www.wa5vjb.com/yagi-pdf/cheapyagi.pdf">"cheap yagi"</a> on 222, 11 element "cheap yagi" on 432, and a shortened coax dipole inside PVC on 6 meters. All antennas seemed to work pretty well. I had an initial glitch on 432 from Granddad Bluff--W9RPM couldn't hear me and since I could have hit him with a rock I knew I had a problem on that band. Turns out I had a bad connection to the amplifier and, to top it off, the amplifier wasn't working. Nice to catch it early. So we were barefoot on that band. But it didn't seem to matter much. After that, all equipment worked as it should.<br /><br />Here's where I think we're at score-wise:<br /><br /> QSOs Mults<br />50 41 18<br /><br />144 64 14<br /><br />222 25 8<br /><br />432 24 7<br /><br />If I'm doing the math right, that looks like about 10759 points.<br /><br />73 de W9HQUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-68681225801519569082010-05-27T10:05:00.000-07:002010-05-27T16:29:35.772-07:00FT-897D deaf on 6 meters no more<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpmpL2_aIWsqdFbCU0uwMbbTkUGBdlzWnKcUSEmhhGcmkWi0uo2pmQPUlND9FcyIZKsVCic59cKkAKnwStDX5ugkpfajhskFmwxuyjSjhztfCzTwg7kVe3dIWkkyJFyF_fiyZ3pAME9X7/s1600/Fixing+6m+RX+on+FT-897,+Full--Small.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKpmpL2_aIWsqdFbCU0uwMbbTkUGBdlzWnKcUSEmhhGcmkWi0uo2pmQPUlND9FcyIZKsVCic59cKkAKnwStDX5ugkpfajhskFmwxuyjSjhztfCzTwg7kVe3dIWkkyJFyF_fiyZ3pAME9X7/s200/Fixing+6m+RX+on+FT-897,+Full--Small.JPG" alt="" id="BLOGGER_PHOTO_ID_5476000337620122626" border="0" /></a>As I have already mentioned, during <a href="http://w9hq.blogspot.com/2009/10/kc9jtl-r-in-arrl-2009-september-vhf.html">our first roving experience in the September 2009 VHF-UHF contest</a> we found out that my FT-897D had gone deaf on 6 meters. Several guys could hear us clearly, but we could not hear them at all or only just barely. We made a few QSOs, but it was painful. Something was wrong.<br /><br />I searched several FT-897 forums to see if anybody else had had the same problem, but came up empty. I tried one potential configuration setting solution, but that had no effect. So, I was bracing myself for having to send the rig in and face an expensive repair.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj4Fo7eXd_07wF7Ui_h_baVat2POFeNBfogydUrUJeiakZ3l39Jw5YV55iiZTcNlagTSXG_aaGr8-ywFp1yiPnRBZQd7pIEPkvdGy1-13g_mBJqdw2PrW0js4C31r4hAXf6YB0n4S2VWTm/s1600/FT-897,+6m+Front+End.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 92px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj4Fo7eXd_07wF7Ui_h_baVat2POFeNBfogydUrUJeiakZ3l39Jw5YV55iiZTcNlagTSXG_aaGr8-ywFp1yiPnRBZQd7pIEPkvdGy1-13g_mBJqdw2PrW0js4C31r4hAXf6YB0n4S2VWTm/s200/FT-897,+6m+Front+End.JPG" alt="" id="BLOGGER_PHOTO_ID_5476094663465621410" border="0" /></a>Just by chance, I visited again the blog of Rex Lester, G8UBJ, looking for his <a href="http://g-eight-ubj.blogspot.com/2009/08/ft-897d-transverter-interface.html">transverter interface design for his FT-897</a>. And there on his blog was a posting on <a href="http://g-eight-ubj.blogspot.com/2010/03/6m-band-pass-filter.html">his own FT-897 going deaf on.....6 meters</a>. Hey, maybe this was it!<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9BJjMAYfxf7kQfwgzsV7Bz238RgPT5QdEV_gywoeSWCCulGWrvbD0BjHebcXOlC8Yz7XXDBGmEseJCGkVC_WahzaCXzeMkgKe6xQZOzGgZ_lyZx3ADh3n3xclQmPOaDh7FrpCb5RnL2Qo/s1600/Fixing+6m+RX+on+FT-897,+Close--Small.JPG"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9BJjMAYfxf7kQfwgzsV7Bz238RgPT5QdEV_gywoeSWCCulGWrvbD0BjHebcXOlC8Yz7XXDBGmEseJCGkVC_WahzaCXzeMkgKe6xQZOzGgZ_lyZx3ADh3n3xclQmPOaDh7FrpCb5RnL2Qo/s200/Fixing+6m+RX+on+FT-897,+Close--Small.JPG" alt="" id="BLOGGER_PHOTO_ID_5476000528624608418" border="0" /></a>I corresponded with Rex, he told me about what he had figured out had gone wrong, we identified the part, and I ordered some from Yaesu. The part is Q3034 (a 2SC5374) and it resides on the PA board, just below transformer T3006 which is itself just below that yellow relay you see in the picture. Happily, once you remove the cover over the PA board, it's pretty easy to get at.<br /><br />These are tiny surface mount transistors, smaller than a grain of rice. The transistors were $0.55 apiece from Yaesu. I ordered 5 and they charged me over $10 for shipping (ahem.) Still, if this was really the problem then it would work out as a bargain.<br /><br />I put the rig on the bench yesterday. Swapping the part took only about 15 minutes--a little hot air to get it off, then tack the new part down while working under the microscope. If you don't have the facilities to work on surface mount parts, please don't try this--you'll screw up your rig and it'll be expensive. You must have magnification, a fine-tipped soldering iron, and a steady hand. A hot air source to remove the part is certainly the preferred way, to avoid tearing pads/traces. But if you have the right tools and technique, go for it.<br /><br />Last night I did an on-air test with Ralph, KC9LBO and all was back to normal! Thanks a bunch Rex and Ralph for your help on this one. So, 6 meters is back in play and ready for the June ARRL VHF-UHF contest which is coming up fast.<br /><br />73 de W9HQUnknownnoreply@blogger.com3tag:blogger.com,1999:blog-2022179024567710809.post-41062433627269489222010-05-17T13:45:00.000-07:002010-05-17T14:10:03.473-07:00Just a Little IF Padding<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVHzJh7ZVa0Wh6VwKHCjvK7-WMrdVQZJ-BBAUQ5Xj-WphfZQ8qLe6up1EbylVfARiX62tDonHxV3mY0KRg-RoSQJMFDiW7uFet8YuIJ-LNyF3HVeImdK18iK866nm8gMgd0H9HeBKfEtsi/s1600/Attenuator+Pad,+10-13+dB.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVHzJh7ZVa0Wh6VwKHCjvK7-WMrdVQZJ-BBAUQ5Xj-WphfZQ8qLe6up1EbylVfARiX62tDonHxV3mY0KRg-RoSQJMFDiW7uFet8YuIJ-LNyF3HVeImdK18iK866nm8gMgd0H9HeBKfEtsi/s200/Attenuator+Pad,+10-13+dB.JPG" alt="" id="BLOGGER_PHOTO_ID_5472347551783770082" border="0" /></a>My 902 MHz transverter board is stuffed and ready to check out. But first, I need an appropriate IF signal.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUUlKQZ5ius6kZ2lZub7rPCiSqdtMrT4BuhxSXyvW67Re00tg-mFJ-xVuI_ri_1FruTa-55ZFlaICA5JHCa7pNXpk8x6-g2Up8aXW5sPoKERv_WcmHMnYRDmapG6kppwFvQirl2ICCBMcY/s1600/IF+145+MHz,+Just+Over+0+dBm.JPG"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUUlKQZ5ius6kZ2lZub7rPCiSqdtMrT4BuhxSXyvW67Re00tg-mFJ-xVuI_ri_1FruTa-55ZFlaICA5JHCa7pNXpk8x6-g2Up8aXW5sPoKERv_WcmHMnYRDmapG6kppwFvQirl2ICCBMcY/s200/IF+145+MHz,+Just+Over+0+dBm.JPG" alt="" id="BLOGGER_PHOTO_ID_5472347650010170402" border="0" /></a>I have a 2 meter HT that can be dialed down to 20 mW (13 dBm) on its lowest power setting. That's within spittin' distance of the 0 dBm that I need. So I built an attenuator pad that's adjustable from 10-13 dB of attenuation. Perfect!<br /><br />It seems like I'm awfully close to getting some 902 MHz RF out of my first homebrewed transverter. Maybe tomorrow.......Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-39233366866242267432010-05-14T10:50:00.000-07:002010-05-14T11:06:32.714-07:001152 MHz LO WorkingOkay, today I finished stuffing the 1152 MHz LO board, which goes with the W1GHZ 1296 MHz "Right Side Up" transverter. Since I hit a few landmines with the 756 MHz board, I double-checked a few things before applying power. All looked good, so on she goes.......<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05Cjaqyed0TDe-0JxSJ2z9AapzhGCi8M3Ojs3cK9gTyVxIqKR6lnUT0tyI2npDS_T4kujS6qSkrQ9O4wgM_9kMm3KgQCmqNMmTaPwdEE0QRax0J_f6wwCsSDQ4-QJKtopk1WOl0sWezDK/s1600/W1GHZ+1152+MHz+LO,+Working.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05Cjaqyed0TDe-0JxSJ2z9AapzhGCi8M3Ojs3cK9gTyVxIqKR6lnUT0tyI2npDS_T4kujS6qSkrQ9O4wgM_9kMm3KgQCmqNMmTaPwdEE0QRax0J_f6wwCsSDQ4-QJKtopk1WOl0sWezDK/s200/W1GHZ+1152+MHz+LO,+Working.JPG" alt="" id="BLOGGER_PHOTO_ID_5471184976211155330" border="0" /></a>And yes, it's working right out of the chute. As you can see from the photo, I'm only getting -8.58 dBm out of this LO, although my test cable which is about 10 feet long is soaking up about 1 dB.<br /><br />Paul Wade (W1GHZ) says he got -5 dBm out of his prototype, but that some trimming of the R2 and R3 bias resistors on the last two stages of amplification may be necessary for maximum power output. I'm 2.5 dBm off, but I guess we'll see just how much is really needed when it comes time to connect this to the transverter board, which has another stage of amplification for the LO input.<br /><br />Next task is to get a 144 MHz IF rig to drive this stuff with. The trick is that these transverters only want to see about 1 mW of drive, so it's going to take some finagling to get the output of any of my rigs down to that level. I'll let you know what I figure out.<br /><br />73 de W9HQUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-65143948066385533442010-05-12T11:02:00.001-07:002010-05-15T04:56:37.901-07:00Okay, now it works.....Alright, that's better. As I said in my <a href="http://w9hq.blogspot.com/2010/05/it-lives-but-it-limps.html">last post</a>, the output of the 756 MHz LO board for my 902 MHz transverter (<a href="http://www.w1ghz.org/MBT/multiband.htm">W1GHZ design</a>) was only putting out -28 dBm, so something was obviously wrong. Now, to find out what it was.<br /><br />Worst case was that I had blown all the MMICs when I accidentally hooked the power up backwards for a split second. (Did I really do that? Uh, well, yeah, I did.) Time to find out. So I pulled C4 and put a test probe on there and sure enough I had 0.5 dBm at 252 MHz out of the first filter stage. So at least I knew that A1 right after the crystal oscillator was working. Phew! Dodged that bullet.<br /><br />I wasn't too keen on actually slicing the board to test right after the second amplifier stage, so instead I double checked the values of the bias resistors. They were okay. Could it be that running the bias to A2 through a leaded ferrite bead changed the resistance of that path enough to matter? Unlikely, but I removed the ferrite. Same deal.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiJKJh4tpcEv2fDslAv3TWwViW5FJFS7kXL4FVNlrKvrKWfvGBsku7yWRQot7zoj7hjchbhSe9RgUKloh1l7BleDFr9rnv2fR2q4q8uo1TVq4n6cwZ5KPqO5by7ch0JFdWdg7Cmtadakl8/s1600/W1GHZ+756+MHz+LO,+Working.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiJKJh4tpcEv2fDslAv3TWwViW5FJFS7kXL4FVNlrKvrKWfvGBsku7yWRQot7zoj7hjchbhSe9RgUKloh1l7BleDFr9rnv2fR2q4q8uo1TVq4n6cwZ5KPqO5by7ch0JFdWdg7Cmtadakl8/s200/W1GHZ+756+MHz+LO,+Working.JPG" alt="" id="BLOGGER_PHOTO_ID_5470446006124344834" border="0" /></a>So I decided to re-flow the solder connections to A2 and A3 and, in doing so, noticed that I had the bias resistor to A3 going to its ground pin, not its output, one via over. Ah ha! Moved that over and....Bingo! 6.68 dBm of beautiful RF at 756 MHz.<br /><br />Next up......the 1152 MHz LO board for the 1296 transverter.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-79221109817179539732010-05-11T11:42:00.000-07:002010-05-12T06:42:18.283-07:00It Lives! .....but it limps....<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7QBvTYwcgTv2pn6bEd1WBZWrjnFTjyc2cYAdvWYC5BLP9HN8Qq3f6qqtDqbOviJ86s5WyycLXM-_JvwXuVXYtKYF0JVAI_3CraNlhnHYF-tCQ-pjwMp0kcxtqTf9qjDgNVW-rojqvPjf6/s1600/W1GHZ+756+MHz+LO+Bench.JPG"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7QBvTYwcgTv2pn6bEd1WBZWrjnFTjyc2cYAdvWYC5BLP9HN8Qq3f6qqtDqbOviJ86s5WyycLXM-_JvwXuVXYtKYF0JVAI_3CraNlhnHYF-tCQ-pjwMp0kcxtqTf9qjDgNVW-rojqvPjf6/s200/W1GHZ+756+MHz+LO+Bench.JPG" alt="" id="BLOGGER_PHOTO_ID_5470086864503783186" border="0" /></a>In a group buy sponsored by W8ISS, I bought the PCBs and parts for LO/transverter boards to build <a href="http://www.w1ghz.org/MBT/multiband.htm">W1GHZ transverters</a> for 902, 1296, 2403, and 3456 MHZ. I have stuffed the LO and transverter boards for 902 and 1296 MHz, but had no way to check them out. I was recently able to borrow a spectrum analyzer for a few weeks, so now I'm scrambling to get as many of these boards up as I can. I've just applied power to the first piece in the line-up, the 756 MHz LO board for the 902 MHz transverter. It's definitely oscillating at 756 MHZ, but unfortunately the signal is at about -28 dBm. The docs for the W1GHZ design say I should be seeing about +5 dBm. <a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSm0tMZIX2bHu6ihYfacTCpyJMrl-_7VARvZIl4KAAqX8ohWbffef0gVze43EPx0266XkCPxUaS5GjjaWuFPTrxS-rIqRt4FQo6Ragw13hIih_eImrspxgdoMyuflE2BhdKQmDumABklUK/s1600/W1GHZ+756+MHz+LO,+First+Power,+Too+Low.JPG"><img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSm0tMZIX2bHu6ihYfacTCpyJMrl-_7VARvZIl4KAAqX8ohWbffef0gVze43EPx0266XkCPxUaS5GjjaWuFPTrxS-rIqRt4FQo6Ragw13hIih_eImrspxgdoMyuflE2BhdKQmDumABklUK/s200/W1GHZ+756+MHz+LO,+First+Power,+Too+Low.JPG" alt="" id="BLOGGER_PHOTO_ID_5470086930385288354" border="0" /></a>Well, I guess that's why they call it troubleshooting. Still, this is extremely cool. I never thought I would be into VHF-UHF-SHF operating, let alone building my own gear for these freqs!<br /><br />Paul Wade, W1GHZ, has done the amateur community a real service in these simple transverter designs. If you have to buy all the parts outright, you can expect to pay about $70-80 per band which is still darn cheap. But if you can get in on a group buy, that price will drop to sub-$50, which is really incredible. What a fantastic way to experiment with SHF. I have already learned a ton of good stuff and I'm sure both learning and fun have just begun.<br /><br />73 de W9HQUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-45933705870651693092010-05-11T08:35:00.000-07:002010-05-12T12:23:52.107-07:00January 2010 VHF-UHF Sweepstakes<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVR6TqRIO1V8qv6FgSUJkJZAeuVtSDodHv29af2QWE4_XXhwhZCxynZ0m-k103DIshHlD45RL0BhAWRuhOYaK445WdMHQJN1aH7lEogkyJhC7oqj4O_PJr-G645d5TSTy45Tm1P2LUpBnJ/s1600/Antenna+tower.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 200px; height: 200px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVR6TqRIO1V8qv6FgSUJkJZAeuVtSDodHv29af2QWE4_XXhwhZCxynZ0m-k103DIshHlD45RL0BhAWRuhOYaK445WdMHQJN1aH7lEogkyJhC7oqj4O_PJr-G645d5TSTy45Tm1P2LUpBnJ/s200/Antenna+tower.jpg" alt="" id="BLOGGER_PHOTO_ID_5470037827248204322" border="0" /></a>Okay, time to update this blog more often. My problem—both in blogdom and in other parts of my life—is that I let the best become the enemy of the good. In this case, I always want photos and details all lined up so that the blog posting is as complete and interesting as possible. But then I never quite get around to blogging at all. Enough of that.<br /><br />My son Christopher (KC9JTL) and I had a great time in the January 2010 ARRL VHF-UHF sweepstakes. One really cool aspect of this contest was hearing so many locals on the air, on both FM and SSB.<br /><br />As for locals on FM we worked KB9TPG, KC9LBO, K9ALT, KC9OYG, KC9NHQ, KC9KVJ, W9ET, KC9MRV, WX9EP, and N9UNW.<br /><br />Local contacts on SSB came from WV9E, WV9S, KA9FOX, W9UUM, W9GM, W9RPM, N9ETD, KB9BGN, and AB9HW. (I hope I'm not forgetting anybody.)<br /><br />I think that's just great, so thanks again for everybody who got on the air!<br /><br />Christopher and I made a total of 93 contacts. Here's the breakdown:<br /><br /><span style="font-family:courier new;">Freq QSOs Grids</span><br /><span style="font-family:courier new;"><br />50 27 9</span><br /><span style="font-family:courier new;"><br />144 52 14</span><br /><span style="font-family:courier new;"><br />222 9 6</span><br /><span style="font-family:courier new;"><br />440 5 1</span><br /><br /><br />That's almost twice as many contacts as we got <a href="http://w9hq.blogspot.com/2009/01/kc9jtl-in-2009-vhf-sweepstakes.html">last <span id="st" name="st" class="st">January</span></a>, which was our first VHF-UHF <span id="st" name="st" class="st">contest</span>. And conditions were pretty poor this weekend. Hope to do better in June.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-2045322312468883552010-01-28T10:13:00.000-08:002010-02-03T06:03:28.827-08:00W9HQ operates BY4DX from Shanghai<img id="BLOGGER_PHOTO_ID_5431861799756964690" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 320px; CURSOR: hand; HEIGHT: 240px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8G9r0pbUlQEc-Ouds0ZOZWICYWucOnPt4ScrEMTkv6g25njt8j6d9yBSNXBNzEOZ1jpLW35oiWQY5ZrXLuC5plaNT8ebnXqeMDNmMU7aIsLc1Sz3M3W1n3a5Sbig5lNvgI5f1M18HCQhR/s320/100_5650,+Resized.jpg" border="0" />Late last year, during my annual trip to China, I had the privilege to operate the amateur radio club station BY4DX.<br /><br />China does not have a reciprocal operating agreement with the U.S., so you have to get special permission to operate there and can only do so at a club station. During my first trip to China, the license didn't come through from Beijing in time. And during the second trip, I was just too busy!<br /><br />This time, though, my work colleagues helped me get in touch with the members of the BY4DX club and so I met them on Saturday morning, October 17, 2009 for a trek outside of Shanghai to their temporary club station. <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL7R2kycXj0JjU16tnWewpPNGdrPOqY4nLtNeNMquKnfDXdxt8RfL79f_8lL9X2GlCkKWwg8bfyzy5IEg-L1dcn5f-LOi6zXIvx2dVpp3jHXtgjn12zQCSq2a7KVe2SSGHCgQ6pc-zLRhU/s1600-h/100_5648,+Resized.jpg"><img id="BLOGGER_PHOTO_ID_5434016323416782178" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 320px; CURSOR: hand; HEIGHT: 240px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL7R2kycXj0JjU16tnWewpPNGdrPOqY4nLtNeNMquKnfDXdxt8RfL79f_8lL9X2GlCkKWwg8bfyzy5IEg-L1dcn5f-LOi6zXIvx2dVpp3jHXtgjn12zQCSq2a7KVe2SSGHCgQ6pc-zLRhU/s320/100_5648,+Resized.jpg" border="0" /></a>They were getting ready for the inaugaural kick-off of the club station the next day, but they were kind enough to let me have an early crack at operating the station.<br /><br /><div><div>I was happy to hear that this was only a temporary location for them. Unfortunately (and they had told me about this ahead of time) there was a huge amount of RFI across the spectrum. The noise was S9 on all of 20 meters, making it very difficult to operate. I began calling CQ on that band and did make a few contacts, but soon stopped because I could tell that there were people calling me whom I just could not hear. Didn't seem quite fair to them. So I tuned around the band listening for really loud stations and called them instead.</div><div></div><br /><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTgUoOmclaC6SYU1paazMtB9tPaGT0r2AtwFS0Gj_A2mx825mFGsYxAwaGAElqF-q8BV5QLKWdNsVRc77rw-D-rX4hyphenhyphen1ZtpXl1pMCNydiCFcYAVeI5iEF2LVE4EtWD8XSyrcjRfm54TYh/s1600-h/100_5651,+Resized.jpg"><img id="BLOGGER_PHOTO_ID_5431862085179530466" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 320px; CURSOR: hand; HEIGHT: 240px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTgUoOmclaC6SYU1paazMtB9tPaGT0r2AtwFS0Gj_A2mx825mFGsYxAwaGAElqF-q8BV5QLKWdNsVRc77rw-D-rX4hyphenhyphen1ZtpXl1pMCNydiCFcYAVeI5iEF2LVE4EtWD8XSyrcjRfm54TYh/s320/100_5651,+Resized.jpg" border="0" /></a>Finally I switched to 15 meters, where the noise level was only S6 or so. There I called CQ and, after a while, got on the other end of an honest to goodness pile-up. The band was open to the west and so most of the stations calling me were from Russia, the Ukraine, etc.</div><div></div><br /><div>During my afternoon at BY4DX I was able to contact Guam, Japan, Taiwan, Hong Kong, several provinces in China, Russia, Ukraine, Muldova, and Austria. Pretty cool. Hopefully, by the time I return, they will have moved into their permanent location in Shanghai itself and the conditions will be better.</div><div></div><div> </div><div>These are great guys and I had a great time.</div><div> </div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-49977900231159219222009-10-29T10:04:00.000-07:002009-10-29T12:30:29.802-07:00KC9JTL-R in the ARRL 2009 September VHF Sweepstakes<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNAubDk9coRHs18OkHf1CsJ55HVAd9ZBVyy27LOLIM3fAss4z_0q1AbIZP5g97tjvoNTmIfA8I0x4mlOwlBmngt42F38CitwhUaznNtcbGYyXt8mn-34Gd966VWuy-Ea8kaUrUtEw6FlOq/s1600-h/KC9JTL-R+Antenna+Lash-up.jpg"><img id="BLOGGER_PHOTO_ID_5398071499643981122" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 150px; CURSOR: hand; HEIGHT: 200px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNAubDk9coRHs18OkHf1CsJ55HVAd9ZBVyy27LOLIM3fAss4z_0q1AbIZP5g97tjvoNTmIfA8I0x4mlOwlBmngt42F38CitwhUaznNtcbGYyXt8mn-34Gd966VWuy-Ea8kaUrUtEw6FlOq/s200/KC9JTL-R+Antenna+Lash-up.jpg" border="0" /></a>Christopher (KC9JTL) and I had a great time roving to the EN42-52-43-53 grid convergence by Dodgeville, WI for this contest. We got a bit of a late start, but the beautiful drive down there was shorter than I expected, so we arrived more or less as planned, but initial set-up took a bit longer than planned so we got on the air from EN42 about 5:15 pm on Saturday evening.<br /><br />Our antenna lash-up was as follows. I have a hitch carrier for the back of the Suburban, so we built a platform to which we bolted a roof tripod for a mast. Thanks to a donation by KC9IWE we had a push-up mast mounted on the tripod. On that I put a 6 element <a href="http://www.wa5vjb.com/yagi-pdf/cheapyagi.pdf">WA5VJB "cheap yagi"</a> for 222 MHz, then a 4 element beam for 2 meters, then a 10 element beam for 432 Mhz. On top of it all I put a rotatable dipole for 6 meters that Christopher and I made out of an old fiberglass puptent pole covered with aluminum foil. Rotation was via an "armstrong" rotor.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUEdGQ_tWzhQF1JkMX_3P-EvRegf39n4Wj3PZs4sq9djUY4R503toDaLtEb84xKKfP_-jd3-dlGgNKW08R6ROlB50iD2Y3dJAZmlejeVMf1Widh6z4lEafn1k4NzfhIzYI2lFIBH4ZqwPM/s1600-h/KC9JTL-R+2.jpg"><img id="BLOGGER_PHOTO_ID_5398078360795001634" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 200px; CURSOR: hand; HEIGHT: 150px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUEdGQ_tWzhQF1JkMX_3P-EvRegf39n4Wj3PZs4sq9djUY4R503toDaLtEb84xKKfP_-jd3-dlGgNKW08R6ROlB50iD2Y3dJAZmlejeVMf1Widh6z4lEafn1k4NzfhIzYI2lFIBH4ZqwPM/s200/KC9JTL-R+2.jpg" border="0" /></a>Our plan was to try and get some 2 meter FM activity going—we even brought a separate 3 element beam for vertically polarized work on 2 meters—but unfortunately FM was a bust. We CQed all the way down and beamed back toward the north but never heard a peep (except N9WU/R who was already down at the grid convergence and heard us right off.)<br /><br />When we set up on an old airport runway just outside of Dodgeville, we found right off that the feedline was hosed on 432. So we had to settle for QRP FM into a handheld "cheap yagi" from EN42 until we could replace the feedline when we stopped in EN52. And the other glitch is that we found that my FT-897D was almost totally deaf on 6 meters—we had at least half a dozen guys tell us that they could hear us just fine, but we could either not hear them at all or just barely. Still trying to figure out whether that's a hardware problem or some software setting. So we left some 50 MHz Qs on the table.<br /><br />The really pleasant surprise was 222, on which we had just 1.5 watts from a Yaesu VX-6R into a 6 element WA5VJB "cheap yagi" (I now have an Elecraft XV-222 transverter on that band, thanks for KC9BQA, but I didn't have time to build the needed interface with the FT-897). As you can see below, we made as many Qs on 222 as we did on 432 with 20 watts into a 10 element yagi. So that's a very inexpensive way to get a real footprint on that band.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcv8MSIVvD9HmiR7_ZGP7JLIxbSMbtBRlUUIrIT8j5tMS0PljG5aFk4feFnMIzCBeFOnNM7TIQ7BKfh5Yoapad2vMvvkAr_Gm2i9Q1MrXkngiAJccXAGx2-8JucBee_oBJMZ1Im2NJxubW/s1600-h/KC9JTL-R+1.jpg"><img id="BLOGGER_PHOTO_ID_5398078453723576594" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 200px; CURSOR: hand; HEIGHT: 150px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcv8MSIVvD9HmiR7_ZGP7JLIxbSMbtBRlUUIrIT8j5tMS0PljG5aFk4feFnMIzCBeFOnNM7TIQ7BKfh5Yoapad2vMvvkAr_Gm2i9Q1MrXkngiAJccXAGx2-8JucBee_oBJMZ1Im2NJxubW/s200/KC9JTL-R+1.jpg" border="0" /></a>The whole antenna set-up worked out pretty well. We even moved the vehicle with everything up and in place to transition from EN52 to EN53 (granted, it was only about 1/4 mile on a back-country road).<br /><br />Despite the inevitable obstacles and limited operating time, we made 75 QSOs. Headed back home much too late, but Christopher kept me awake by filling me in on all sorts of arcane Bionicle lore. It was a lot of fun and we'll definitely be doing it again.<br /><br />QSOs Multipliers<br />50 10 10<br />144 39 26<br />222 13 13<br />432 13 13Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-74775879178038552292009-07-29T09:26:00.000-07:002009-07-29T09:47:58.411-07:002009 ARRL June VHF QSO Party<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWi65luNSDDKdfHrib1ixcBaSUvjee57ZY5rv9zmRgnxf9pt2hx1U9nuER5OBU5X5d-mHNmD_vCxzcwkKW69U275WqlTo6zUkGBZ38cdZZ0OoYNuQa7TJxkmqUIANnAYGVvmKN59beHcTH/s1600-h/June+2009+VHF+Contest,+Antennas.jpg"><img id="BLOGGER_PHOTO_ID_5363923098867882914" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 150px; CURSOR: hand; HEIGHT: 200px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWi65luNSDDKdfHrib1ixcBaSUvjee57ZY5rv9zmRgnxf9pt2hx1U9nuER5OBU5X5d-mHNmD_vCxzcwkKW69U275WqlTo6zUkGBZ38cdZZ0OoYNuQa7TJxkmqUIANnAYGVvmKN59beHcTH/s200/June+2009+VHF+Contest,+Antennas.jpg" border="0" /></a> My son Christopher (KC9JTL) and I had a blast in this, our second VHF contest (see Christopher in the July 2008 issue of QST magazine as part of the write-up of the <a href="http://w9hq.blogspot.com/2009/01/kc9jtl-in-2009-vhf-sweepstakes.html">January contest</a>).<br /><br />We had some antenna upgrades from that <a href="http://w9hq.blogspot.com/2009/01/kc9jtl-in-2009-vhf-sweepstakes.html">January contest</a>. I homebrewed a <a href="http://www.hamuniverse.com/K4mmg2and6meter.html">2 element coax beam for 6 meters</a> and it worked better than I had any reason to expect. I also got the beams up on the roof this year, so we had much better coverage from our ridgetop location.<br /><br />6 meters was a blast and Christopher really enjoyed being able to work station after station on that band. It was really cool to see the opening move from the southeast on Saturday afternoon up into the east and northeast, including French Canada on Saturday evening. Then on Sunday it opened to our west and northwest, but some to the south as well later that day. So we literally worked all over the country.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie7sqGmXjWGs7qzMEfc-qvtuyqjhcQE99BOEU5SRM2DUWGhHJ-9Qf5JsCHSJg1Pv2tebxa4ILkcvMPQXT0maCWqXHlIGO_GK57uiKxk5GqPv-pohupant3MW6S1tGIV3PcllbQ4OYHjhLB/s1600-h/June+2009+VHF+Contest,+Christopher+2.jpg"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLH_pogf5RSPfuOmk7rSW1AzZ9i23VyrHJ4Ov7V8zJuR8NOgMTtZo6_Pa6W4jI6AM_uqpEE_ZAuHIpgLNE0c4tod6BcLmNL1AI-LeztHRupz2kcj3sVIn38XucS_Lh498Fi9Htq4HGCgPp/s1600-h/June+2009+VHF+Contest,+Christopher+2.jpg"><img id="BLOGGER_PHOTO_ID_5363923297422181986" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 200px; CURSOR: hand; HEIGHT: 150px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLH_pogf5RSPfuOmk7rSW1AzZ9i23VyrHJ4Ov7V8zJuR8NOgMTtZo6_Pa6W4jI6AM_uqpEE_ZAuHIpgLNE0c4tod6BcLmNL1AI-LeztHRupz2kcj3sVIn38XucS_Lh498Fi9Htq4HGCgPp/s200/June+2009+VHF+Contest,+Christopher+2.jpg" border="0" /></a>We added 222 MHz to our line-up late in the game after horsing around with the transverter throughout the contest. Once we got the transverter working, we did a quick antenna lash-up, with the coax soldered directly to the feedpoint of a <a href="http://www.wa5vjb.com/yagi-pdf/cheapyagi.pdf">WA5VJB "cheap yagi"</a> up about 15 feet. In the end, we were able to make about five QSOs in four grids on 222 MHZ. That was pretty cool and a good learning time for KC9JTL.<br /><br />We also had a dinky 6 element yagi on 432 MHz -- all that I had time for -- but in the end we actually worked 7 grids with that dude using only the 20 watts from the Yaesu FT-897D. Of course, the guys on the other end with umpty-ump element stacked yagis at a hundred and some-odd feet were doing all of the heavy lifting. But still, a QSO is a QSO.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvIwI6mPO7KjKwxPUCSgll1cJ-CfoXdf6msR5MBfcZptl77ks8HhWjdoNyglAvT5-sI3IggZ5fHJbFAcHYTHIm1xMX1N40EN_BLkUOG_0oMtqOdaLh5iwTeidt82TqhVHznEaVZomN89NM/s1600-h/June+2009+VHF+Contest,+Shack.jpg"><img id="BLOGGER_PHOTO_ID_5363923405744698690" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 200px; CURSOR: hand; HEIGHT: 150px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvIwI6mPO7KjKwxPUCSgll1cJ-CfoXdf6msR5MBfcZptl77ks8HhWjdoNyglAvT5-sI3IggZ5fHJbFAcHYTHIm1xMX1N40EN_BLkUOG_0oMtqOdaLh5iwTeidt82TqhVHznEaVZomN89NM/s200/June+2009+VHF+Contest,+Shack.jpg" border="0" /></a>The action opened up on 2 meters at the very end of the contest and we were running contacts right up until the curtain closed. Very exciting. When it was all done and we had a chance to catch our breath, Christopher said, "Do they have another one in the Fall?" I think he's hooked. I know I am.<br /><br />Our station and antennas are modest, but the fun factor was huge.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2022179024567710809.post-16401799331935584372009-05-27T14:00:00.001-07:002009-05-27T16:57:41.187-07:00Adventures in EchoLink<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdC0wUHDCuY7lM4VQkA1DGMHosUzbLWfHU6j87mbIpzAqw81vKODcoV9zJisnMC6s0ENc-o5hDFO7yVaGynwb5kQTQJsDweoZ7e49ok3Th0SGKzImmhoZ2CZ1cF8WTHVbuoNdie1uLPAC/s1600-h/EchoLink,+Shack.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdC0wUHDCuY7lM4VQkA1DGMHosUzbLWfHU6j87mbIpzAqw81vKODcoV9zJisnMC6s0ENc-o5hDFO7yVaGynwb5kQTQJsDweoZ7e49ok3Th0SGKzImmhoZ2CZ1cF8WTHVbuoNdie1uLPAC/s400/EchoLink,+Shack.jpg" alt="" id="BLOGGER_PHOTO_ID_5340613873083715090" border="0" /></a>In my ongoing quest to upgrade our family communication network (and avoid the cell phone trap) I have recently gotten an <a href="http://www.echolink.org/">EchoLink</a> node going at my QTH. This will allow me to call back to the house when I'm out on the road, especially when I take business trips up to the Twin Cities.<br /><br />For hardware, I'm using a garbage-picked Toshiba laptop; most of the keycaps are popped off of it, so somebody dropped it into the dumpster. I got it up and going using an external keyboard, but now I don't really need the keyboard at all. More on that later. A homebrewed sound card interface and 2 meter transceiver completes the package.<br /><br />I've set up the node in my shack for the moment, running to a simple copper pipe J-pole up on my roof. This has let me play around with different hardware and software configurations without too much stress. The Linksys router you see there is a <a href="http://en.wikipedia.org/wiki/Linksys_WRT54G_series">WRT54G-TM</a> running the extremely cool <a href="http://www.polarcloud.com/tomato">Tomato firmware</a> (actually, it's running the <a href="http://tomatovpn.keithmoyer.com/">Tomato VPN firmware</a> because I hope to have a personal VPN connection going soon.) This was the result of one more excellent bit of advice from Chris, KF9OP. I was going to buy a dedicated wireless card for the laptop, but he suggested spending just a bit more and getting a router that can be flashed with new software to do any number of sophisticated wireless tasks. Great idea. I picked up a few of them for pretty cheap off of EBay. One is configured as my main Internet wireless access point, with gain antennas on it so the signal is available throughout the whole house. But then I've connected another, configured to operate as part of a <a href="http://en.wikipedia.org/wiki/Wireless_distribution_system">Wireless Distribution System (WDS)</a>, to the computer running EchoLink.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiALWRGCL8kwqPVypFRnno-ITpZcfLLIypAfehwgZjc1yJXZuG_QyrbKQJiIU_JtNbjyQNiVnf9BB9SuD6JUOmeq2tvwlsTAa541GQgel0iGiSgMB_QI9FAoutjUPcKSqg5lPSZxnCVR6j/s1600-h/EchoLink,+Silo.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 300px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiALWRGCL8kwqPVypFRnno-ITpZcfLLIypAfehwgZjc1yJXZuG_QyrbKQJiIU_JtNbjyQNiVnf9BB9SuD6JUOmeq2tvwlsTAa541GQgel0iGiSgMB_QI9FAoutjUPcKSqg5lPSZxnCVR6j/s400/EchoLink,+Silo.jpg" alt="" id="BLOGGER_PHOTO_ID_5340613954940685202" border="0" /></a>It needs to be wireless because ultimately, when I have all the bugs worked out, the whole shebang is going up on my silo. The rig, computer, router, and power supply will sit just under the dome and I'll extend a mast above the dome with a nice 2 meter gain vertical on top. Then I should really get out like gangbusters. I've also got a gain vertical for 2.4 GHz that will be connected to the router, to boost the wireless path back to the house.<br /><br />Since it's going to be at the top of the silo, I don't really want to have to climb up there every time I want to tweak a setting on the computer. So I installed the <a href="http://www.blogger.com/www.tightvnc.com/">TightVNC</a> server on the laptop. It allows me quick and easy remote access to that PC from my shack. In fact, there's even a TightVNC client for <a href="http://w9hq.blogspot.com/2009/05/puppy-linux.html">Puppy Linux</a>, so I can access the laptop running Windows and EchoLink from my Linux machines. Now how cool is that?<br /><br />I have not used the EchoLink much for family communications, although I have a business trip in the near future that should be a nice time to try it out. But I have had some delightful QSOs from hams who have just decided to "drop in". One afternoon I chatted with a student at the Milwaukee School of Engineering, connecting through their W9HHX node. Then later that evening, Al (W6AAX) called from Simi Valley, CA. He has family in the area and was wondering about the ham radio activity here.<br /><br />And about fifteen minutes after I signed off with Al, Daryl (N5SCA) called from Lampasas, TX. It turns out he grew up in the La Crosse, WI area and was, again, wondering about ham radio activity in the area prior to a trek to a family reunion here later this year. Again, we had a nice chat and hopefully will be able to meet when he visits the area.Unknownnoreply@blogger.com0