tag:blogger.com,1999:blog-16580724617187519302024-02-19T10:23:08.636+00:00EI3FEBAndrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.comBlogger17125tag:blogger.com,1999:blog-1658072461718751930.post-50882341072563625622020-02-07T17:34:00.003+00:002020-02-07T17:38:58.642+00:00Czech RF-10 VHF FM Manpack Radio<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The RF-10<span style="mso-spacerun: yes;"> </span>is a military VHF FM manpack that was
manufactured for the Czech army by the Tesla company in Pardubice in the early
1070’s .<span style="mso-spacerun: yes;"> </span>It was intended to replace the
obsolescent Russian R-105 and R-109 manpack radios that had previously been
used by the Czech Army at company level.<span style="mso-spacerun: yes;">
</span>It is much smaller and lighter than the radios it replaced and also
compared favourably against the US army PRC-77 and PRC-25 radios used by NATO forces
at the time. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
</div>
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><img alt="" src="data:image/png;base64,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" /> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The RF-10 covers the frequency range of
44 to 53MHz in 25 KHz steps . The mode is FM and power output is about 1W.<span style="mso-spacerun: yes;"> </span>Power is supplied by a battery box that
contains 5 x 1.2v D-Cell nicads.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The front panel has a multi-way
connector for the handset (8) , a BNC connector for an external antenna (2) <span style="mso-spacerun: yes;"> </span>and a socket for short and long whip antennas
(1). </span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<img alt="" src="data:image/png;base64,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" /><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Operating frequency is entered using
three frequency selectors, the first (3) covers 44 to 53 MHz in 1MHz
steps,<span style="mso-spacerun: yes;"> </span>the second (4) provides 100 KHz
steps and the third (5) selects 00, 25, 50 or 75KHz.<span style="mso-spacerun: yes;"> </span>This allows the band between 44 to 53 .975MHz
to be covered in 25KHz steps. <span style="mso-spacerun: yes;"> </span>Operating
frequency is displayed in the windows above the frequency selectors (6) .<span style="mso-spacerun: yes;"> </span>A red light (10) illuminates to provide a low
battery warning. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">A mode switch (9) <span style="mso-spacerun: yes;"> </span>controls power on/off, squelch on/off and
‘whisper mode’ .</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The icons on the mode switch are as
follows – </span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Whisper mode allows the microphone gain
to be increased so that the operator can communicate without having to raise
their voice – useful for some military situations !</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB">The front of the radio is printed with a
set of simple operating instructions designed to allow non-technical operators
to establish communications with minimal training. </span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB">The RF-10 is supplied in a polystyrene
packing box with a complete set of accessories<span style="mso-spacerun: yes;">
</span>-</span></div>
<br />
<img alt="" src="data:image/png;base64,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" /><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<div class="MsoNormal">
<span lang="EN-GB">1 – Carrying case</span></div>
<div class="MsoNormal">
<span lang="EN-GB">2 – Battery case</span></div>
<div class="MsoNormal">
<span lang="EN-GB">3 – RF-10</span></div>
<div class="MsoNormal">
<span lang="EN-GB">4 – Battery</span></div>
<div class="MsoNormal">
<span lang="EN-GB">5 – Handset</span></div>
<div class="MsoNormal">
<span lang="EN-GB">6 – shipping case</span></div>
<div class="MsoNormal">
<span lang="EN-GB">7 – Long wire Antenna (30M) </span></div>
<div class="MsoNormal">
<span lang="EN-GB">8 – Long wire antenna (5M) </span></div>
<div class="MsoNormal">
<span lang="EN-GB">9 – counterpoise </span></div>
<div class="MsoNormal">
<span lang="EN-GB">10 – padlock </span></div>
<div class="MsoNormal">
<span lang="EN-GB">11 – long whip antenna (1.5M)</span></div>
<span lang="EN-GB">12 – short whip antenna (0.5M)</span><br />
<div class="MsoNormal">
<span lang="EN-GB">13,14 – straps</span></div>
<div class="MsoNormal">
<span lang="EN-GB">15 – spare fuse wire</span></div>
<div class="MsoNormal">
<span lang="EN-GB">16,17,18 – Manuals.</span></div>
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<div class="MsoNormal">
<span lang="EN-GB">The manuals are in Czech and provide
detailed operating instructions , including diagrams of how the set should be
carried<span style="mso-spacerun: yes;"> </span>-</span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6CEyvFSbT9PoObAORph0TL_fXpVj8UWXKxjisy0dus1wP9VfcJwszop-NPp0rX37vj6zCDnh4XYNELzGQ9uMx-lw8_3AmlP4cGchRAXUhSNGIOBX2KMlfzu9obFAXVqaHoCaYibrG1GY/s1600/rf10_manual1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6CEyvFSbT9PoObAORph0TL_fXpVj8UWXKxjisy0dus1wP9VfcJwszop-NPp0rX37vj6zCDnh4XYNELzGQ9uMx-lw8_3AmlP4cGchRAXUhSNGIOBX2KMlfzu9obFAXVqaHoCaYibrG1GY/s320/rf10_manual1.jpg" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjekNBXf3IR078KpY0AMFRq-E23ME8dzsz7yoEcninuZFiSP4vyMEY8IF8VImcSDDFMydwahP9vTF3DJWiKpR3yyLeWX7JCuDd_37jEHxtxIxemZsN0qtNIBlQl3fep9Qxmi-Q2YdalUI/s1600/rf10_manual2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjekNBXf3IR078KpY0AMFRq-E23ME8dzsz7yoEcninuZFiSP4vyMEY8IF8VImcSDDFMydwahP9vTF3DJWiKpR3yyLeWX7JCuDd_37jEHxtxIxemZsN0qtNIBlQl3fep9Qxmi-Q2YdalUI/s320/rf10_manual2.jpg" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br />
<div class="MsoNormal">
<span lang="EN-GB">The record book for this particular set
indicated that it has been in use from 1984 until 1995.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdwynNy7LKlx8WeXlwVjlME9ognh08O8WnbqNd6IU1ogB19dBIhc2IRZqcGAOqtZEiXN7ZdzQbfjYvHFtb4WiF4Me3d8iRhxyg0fgYIV6hudD4CbUsjM-w6_9m-rDX69xpGoGyJR3MAfg/s1600/IMG_3440.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdwynNy7LKlx8WeXlwVjlME9ognh08O8WnbqNd6IU1ogB19dBIhc2IRZqcGAOqtZEiXN7ZdzQbfjYvHFtb4WiF4Me3d8iRhxyg0fgYIV6hudD4CbUsjM-w6_9m-rDX69xpGoGyJR3MAfg/s320/IMG_3440.jpg" width="320" /></a></div>
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB"> </span><span lang="EN-GB"><span lang="EN-GB">The set comes with an extensive set of
antenna options – long ( 1.5m ) for up to 5Km range and short (0.5m )<span style="mso-spacerun: yes;"> </span>whip antennas ,<span style="mso-spacerun: yes;"> </span>a 5M vertical wire antenna for up to 10Km
range<span style="mso-spacerun: yes;"> </span>and a 30M long wire for up to 20Km
range.</span>
</span></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="EN-GB">The instructions on the side of the set
indicate how these should be deployed.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEighUTe4yvmHtDgU9icZrvK62as8Pw92wdaVcCR5VLQvu3iD202rfJOfseTSblITidI4Cei3u20KYKmDn45z-HiF4ke1n7rAXgrtSQs7f3E60pvs0609CJoxuzjUHjAX9U8V0ogy0qPqt0/s1600/antenna.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="431" data-original-width="168" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEighUTe4yvmHtDgU9icZrvK62as8Pw92wdaVcCR5VLQvu3iD202rfJOfseTSblITidI4Cei3u20KYKmDn45z-HiF4ke1n7rAXgrtSQs7f3E60pvs0609CJoxuzjUHjAX9U8V0ogy0qPqt0/s320/antenna.jpeg" width="124" /></a></div>
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB">This particular set has been tested on the
amateur 6M band both portable using the whip antennas and mobile using a ¼ wave
mobile whip.<span style="mso-spacerun: yes;"> </span>It proved to be very
sensitive on 6m and allowed contacts of > 15km distance when mobile and >
20Km when portable from high ground.<span style="mso-spacerun: yes;"> </span>As
this is an eastern block set<span style="mso-spacerun: yes;"> </span>it does not
use the 150 Hz tone squelch common to NATO sets which makes it more suitable
for amateur use . </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB">This is an interesting collectors item and
is still a very usable set on the amateur bands.<span style="mso-spacerun: yes;"> </span>They occasionally turn up for sale on e-Bay
for around €70 to €100 . </span></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="MsoNormal">
<span lang="EN-GB"></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 230.9pt;" valign="top" width="308"><div class="MsoNormal">
<span lang="EN-GB" style="mso-no-proof: yes;"><br /></span><span lang="EN-GB"></span>
<br />
<span lang="EN-GB" style="mso-no-proof: yes;">
</span><br />
<br />
<span lang="EN-GB" style="mso-no-proof: yes;"><style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style></span><br />
<span lang="EN-GB" style="mso-no-proof: yes;"><br /></span><span lang="EN-GB"></span></div>
</td>
<td style="padding: 0cm 5.4pt 0cm 5.4pt; width: 230.95pt;" valign="top" width="308"><div class="MsoNormal">
<br />
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<span lang="EN-GB" style="mso-no-proof: yes;"><style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style></span><br />
<span lang="EN-GB" style="mso-no-proof: yes;"><br /></span><span lang="EN-GB"></span></div>
</td>
</tr>
</tbody></table>
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style> <br />
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style> <br />
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style> <br />
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style> <br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style> </span></div>
<style>
<!--
/* Font Definitions */
@font-face
{font-family:"MS Mincho";
panose-1:2 2 6 9 4 2 5 8 3 4;
mso-font-alt:"MS 明朝";
mso-font-charset:78;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:1 134676480 16 0 131072 0;}
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-536870145 1073743103 0 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-GB;
mso-fareast-language:JA;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Cambria",serif;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"MS Mincho";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:Arial;
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:JA;}size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.WordSection1
{page:WordSection1;}</style></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-59892396671997874632018-08-13T15:12:00.002+01:002020-11-13T10:55:05.694+00:00Adding 60m to the SBX-11<div dir="ltr" style="text-align: left;" trbidi="on">
<div>
<br />
As I had an unused channel position and spare set of red coils for the <a href="http://ei3feb.blogspot.com/2015/01/spilsbury-and-tindall-sbx-11-portable.html" target="_blank">SBX-11</a>which cover the frequency range 4.00 to 5.66 MHz , I decided to add crystals for the 5.400 MHz 60m spot frequency to allow operation on the 60M band .<br />
<br />
Calculation for the crystals for the SBX-11 is as follows -<br />
<br />
<ul style="text-align: left;">
<li>Determine the centre frequency of the of the channel - 5.400 MHz</li>
<li>Subtract 1.5 KHz from the centre frequency to get the supressed carrier fequency . </li>
<li> 5.400 MKz - 1.5 KHz = 5.3985 MHz </li>
<li>Add 456.5 KHz to the suppressed carrier frequency</li>
<li>5.3985 MHz + 0.4565 MHz = 5.855 MHz </li>
</ul>
<br />
The SBX-11 uses 2 x HC-6/U crystals which are difficult to find, so I ordered some smaller HC-49/U crystals from <a href="http://www.krystaly.cz/en/" target="_blank">Krystaly.cz </a>in the Czech Republic using the following spec -<br />
<br /><div><span style="font-family: Helvetica;"><span style="font-size: 12px;"><b>Frequency </b>5.855 MHz / fund.</span></span></div><div><span style="font-family: Helvetica;"><span style="font-size: 12px;"><b>CL: </b>32 pF</span></span></div><div><span style="font-family: Helvetica;"><span style="font-size: 12px;"><b>Package: </b>HC-49/U</span></span></div><div><span style="font-family: Helvetica;"><span style="font-size: 12px;"><b>Adjustment: </b>± 15 ppm at 25C</span></span></div><div><span style="font-family: Helvetica;"><span style="font-size: 12px;"><b>Stability: </b>± 30 ppm in OTR -30/+50 CC</span></span></div></div>
<br />
<br />
cost for two crystals , VAT and shipping came in at about €26 and the crystals arrived about 2 weeks later .<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGmDlR1OUN6cykxoy6vlnSHNKA7hqH2hx7c17ee0qRXdqpSj02b0ZrVtqYE5Yu6IPvhmQpt5FKi1zBdTVsW_0mqrcCO1oHrU6KPz7N-y3r6X4493PGto4dF1nkKx-L_prpEW0HrI51SR4/s1600/sbx11+crystal1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGmDlR1OUN6cykxoy6vlnSHNKA7hqH2hx7c17ee0qRXdqpSj02b0ZrVtqYE5Yu6IPvhmQpt5FKi1zBdTVsW_0mqrcCO1oHrU6KPz7N-y3r6X4493PGto4dF1nkKx-L_prpEW0HrI51SR4/s320/sbx11+crystal1.jpg" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
Rather than solder the smaller HC-49/U crystals in to the SBX-11 I decided to use some old HC-6/U crystals to make adapters. Using a hot air gun it was possible to desolder the case on a HC-6/U crystal , remove the old quartz crystal and solder the HC-49/U in its place .<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3KQP_bhgc6662o6NKV8i76-OY5l20stIcBNedOC98-Hu8qYK0P-T50My491wXdVgca5lBIpw8dPI46TWs_fRaq-pUP8lPp3T-hk1mgymbrBBuqkuYdMv0yrpWfo74iF4V-Wd7XiqlX2s/s1600/hc6u.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3KQP_bhgc6662o6NKV8i76-OY5l20stIcBNedOC98-Hu8qYK0P-T50My491wXdVgca5lBIpw8dPI46TWs_fRaq-pUP8lPp3T-hk1mgymbrBBuqkuYdMv0yrpWfo74iF4V-Wd7XiqlX2s/s320/hc6u.jpg" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicuId7_9HO-NmFpENfX9wwBG-orww88vCplGMw3FSxTyMPtpT0Zz1CouAygMt8kgu4kl4Bj9FqBQMNobaSff9pwulGdCovjWVMgxgvyO4WpskBaLZ83yLcsp1EFaTOJV5y5Sw8UqDbEVI/s1600/crystal2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicuId7_9HO-NmFpENfX9wwBG-orww88vCplGMw3FSxTyMPtpT0Zz1CouAygMt8kgu4kl4Bj9FqBQMNobaSff9pwulGdCovjWVMgxgvyO4WpskBaLZ83yLcsp1EFaTOJV5y5Sw8UqDbEVI/s320/crystal2.jpg" width="240" /></a></div>
<br />
<br />
<br />
The old casing was then soldered back over the new crystal .<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHxn8CyI-e9h6wU0ErOl4bKSJ0abbSTDYzUKmQoJS16srslHryhhcmSHSTkgsdhuLZ9NAqX_Eg7vuJC7_WPutW64iygChG9U4sE527Jgyc5Yz4LW6UDu3Sn-VsKPYLCiBiqNq84sk93JI/s1600/IMG_5075.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHxn8CyI-e9h6wU0ErOl4bKSJ0abbSTDYzUKmQoJS16srslHryhhcmSHSTkgsdhuLZ9NAqX_Eg7vuJC7_WPutW64iygChG9U4sE527Jgyc5Yz4LW6UDu3Sn-VsKPYLCiBiqNq84sk93JI/s320/IMG_5075.jpg" width="240" /></a></div>
<br />
SBX-11 crystal slots showing red coils in place and empty crystal positions<br />
Orange coils - 5.66 to 8.00 MHz are used with an 40M crystal<br />
Brown coils - 2.82 to 4.00 MHz are used with an 80M crystal<br />
White coils - 1.6 to 2.00 MHz are used with a 160M crystal<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTnQPvh3LwOzmTuEyFGlKKfvP8ocXAVICp-9zwVSaood4ECIaKVCk7ihiae5el7YXoz7FBXZOLuRtEhmL-GYH2x-zua0hcGptNWNVLOvgTCRw_Czmnwc8wg__J78Ry7p2knHNafej2qYI/s1600/IMG_5076.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTnQPvh3LwOzmTuEyFGlKKfvP8ocXAVICp-9zwVSaood4ECIaKVCk7ihiae5el7YXoz7FBXZOLuRtEhmL-GYH2x-zua0hcGptNWNVLOvgTCRw_Czmnwc8wg__J78Ry7p2knHNafej2qYI/s320/IMG_5076.jpg" width="240" /></a></div>
new HC-49/U crystals in HC-6/U cases in place <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrttiCpO7yX3XVkxkhlH9NWd58BvvCORwKKOHpMrVV2M2eLSRLartbRuMEAQkAY-Cxl6jffg5rLC9oySsLv3ZzWt6tXs1T7BsSBFRs75yawa0TcMr72j_nULAqMe2ABqqB7lGtFmLVVu4/s1600/IMG_5077.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrttiCpO7yX3XVkxkhlH9NWd58BvvCORwKKOHpMrVV2M2eLSRLartbRuMEAQkAY-Cxl6jffg5rLC9oySsLv3ZzWt6tXs1T7BsSBFRs75yawa0TcMr72j_nULAqMe2ABqqB7lGtFmLVVu4/s320/IMG_5077.jpg" width="240" /></a></div>
Crystal cover in place<br />
<br />
The new crystals were adjusted for correct frequency using the crystal trimmers while measuring the frequency at the Tx HFO and Rx HFO test points using a frequency counter connected via a 10pF capacitor . Alignment carried out as per section VI of the SBX-11 service manual <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3ojtHgVag9zI57w2YczWCIYEx4ZFl1jpTH5dzkp9y22pEKOdIppd0dPqzSqX2KHLvKxFxWUWbiyHbKq_xjp3RDtESDMLtP-XX7diSMaAPUbJtarYkGzCg-ZLDA6kBl8IBQgrS2ejt1yM/s1600/IMG_5080.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3ojtHgVag9zI57w2YczWCIYEx4ZFl1jpTH5dzkp9y22pEKOdIppd0dPqzSqX2KHLvKxFxWUWbiyHbKq_xjp3RDtESDMLtP-XX7diSMaAPUbJtarYkGzCg-ZLDA6kBl8IBQgrS2ejt1yM/s320/IMG_5080.jpg" width="320" /></a></div>
<br />
Update the label with the new channel frequency . <br />
<br />
Initial on-air testing indicates that I am getting out > 6w and the receiver is sensitive .<br />
more testing to follow . <br />
<br />
<br />
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-45945727168381698052017-11-20T19:49:00.003+00:002017-11-20T19:56:59.075+00:00New DMR gateway for Galway <div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><span style="color: red;"><b>Steve <a href="https://ei5dd.blogspot.ie/" target="_blank">EI5DD </a> </b></span></span><span style="font-family: "times" , "times new roman" , serif;">is currently testing a new multimode digital gateway in Galway city . </span></div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;">for more information see <a href="https://galwaycitygateway.blogspot.ie/" target="_blank">https://galwaycitygateway.blogspot.ie/ </a></span></div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;"><a href="https://galwaycitygateway.blogspot.ie/" target="_blank"><span style="color: red;"><b>EI2GCD</b></span></a>
is a 24/7 multimode digital voice gateway based in Galway City, Co.
Galway. The Gateway coverage includes the City of Galway and surrounding
areas such as Barna, Headford, Oranmore.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;">Operating Frequency 144.850 MHz</span></div>
<span style="font-family: "times" , "times new roman" , serif;"><br /></span>
<span style="font-family: "times" , "times new roman" , serif;"><span style="color: red;"><b>FOR DMR</b></span></span><br />
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;">The frequency is 144.850 MHz, Color Code 1, Slot 2. The DMR node is connected using the MMDVM DMR Gateway
link to access to the Brandmeister Server 2721 in Waterford.</span></div>
<ul>
<li>
<span style="font-family: "times" , "times new roman" , serif;">The default gateway connection is to DMR TG 2722 Ireland Call but is user selectable. </span></li>
<li><span style="font-family: "times" , "times new roman" , serif;">There is a Timeout of 180 secs (3 minutes) after which your QSO will time-out.</span></li>
<li><span style="font-family: "times" , "times new roman" , serif;">Please leave approximately 3 Seconds between overs to allow components of the Network to reset. </span></li>
</ul>
<span style="font-family: "times" , "times new roman" , serif;"><b><span style="color: red;">FOR YAESU FUSION</span></b></span><br />
<span style="font-family: "times" , "times new roman" , serif;">The
Gateway is connected to IE YSF Ireland which is also Bridged to DMR TG
2724 and CQ-IRL Wires-X Gateway. Pressing the Dx button on the fusion
radio will allow selection of other YSF Reflectors.</span></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-70658360461526730112017-01-30T21:13:00.001+00:002017-01-30T21:13:45.906+00:0060m test , 100w vs 2w<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: georgia; font-size: 13px; line-height: 1.22em; margin-bottom: 1em;">
I had a contact with Michael EI3GYB on 60m yesterday at about 14.30 where we did a test to compare the received signal strength at my end as Michael reduced his power from 100w down to 2w . The intent was to compare a 100w transmission with the 15w EIRP allowed under WRC-15 . Received signal strength was less at 15w than at 100w but still very readable . Even at 2w I could still receive him clearly . The codan 9780 does not have a proper S meter but the video below shows the effect of reducing power on the received signal. </div>
<div style="font-family: georgia; font-size: 13px; line-height: 1.22em; margin-bottom: 1em;">
The band was very quiet at the time so results could be different under noisy conditions, but it does show that the 15w EIRP limit is not so much of a limitation .<br />
<br />
<a href="http://www.youtube.com/watch?v=Kxs1pUBxNis" target="_blank">60m test 100w vs 2w</a></div>
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-311946347563264252016-08-19T08:23:00.000+01:002016-08-19T08:23:44.154+01:00New enclosure for the MST400 40m SSB transceiver<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Last year I completed an MST400 MK1 SSB transceiver from Ozqrp.com - see post <a href="http://ei3feb.blogspot.ie/2015/04/mst400-qrp-ssb-transceiver.html" target="_blank">here </a><br />
<br />
This worked well but I was not happy with the plastic box I used for the enclosure . Sometime later I cam across a nice metal box on eBay and decided it would be more suitable for my MST400 .<br />
<br />
Here is the finished product in the new enclosure -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj24eDeU5_4TNjpMw2KjvmPDXHMhT0692Xh_kml7MCxsA-qvXtDUF5J-pUXFj0rIcK6Mb0c44X_jTW-rgrO8SqR-cOtTAUJAK3RBbpx4PypbgNTKEJ7KLM6ycOsJRr7VoE8g0kd3G0pyMo/s1600/IMG_2954.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj24eDeU5_4TNjpMw2KjvmPDXHMhT0692Xh_kml7MCxsA-qvXtDUF5J-pUXFj0rIcK6Mb0c44X_jTW-rgrO8SqR-cOtTAUJAK3RBbpx4PypbgNTKEJ7KLM6ycOsJRr7VoE8g0kd3G0pyMo/s320/IMG_2954.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsetfSpMEFU2jbag6wd-tJkUY8PEmQDF3AnFjeOP0DZTbCA7FyheHk78u6waHPErMBl-iOAD5bT_ju-Dr2MeK92XuU2W0sKpQF60Co07Wb112mgzgAnVY0y6CpXDMv8w4JizWJ6ZR5nUE/s1600/IMG_2564.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsetfSpMEFU2jbag6wd-tJkUY8PEmQDF3AnFjeOP0DZTbCA7FyheHk78u6waHPErMBl-iOAD5bT_ju-Dr2MeK92XuU2W0sKpQF60Co07Wb112mgzgAnVY0y6CpXDMv8w4JizWJ6ZR5nUE/s320/IMG_2564.jpg" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0foXM3DAxT23_7zq3m108e7y9oXyeX27__QS6rDGQSRmLryANUKnxfKb8dSxzJzzwupE6PXaikaFO_bUfkN3Wjrimrp1igEUXK-p5Aj6jfTi707kJlTeAByiqfTOCemJkY1Qj3Xhlvog/s1600/IMG_2566.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0foXM3DAxT23_7zq3m108e7y9oXyeX27__QS6rDGQSRmLryANUKnxfKb8dSxzJzzwupE6PXaikaFO_bUfkN3Wjrimrp1igEUXK-p5Aj6jfTi707kJlTeAByiqfTOCemJkY1Qj3Xhlvog/s320/IMG_2566.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9M1va9vXKUXgSgOVB48PwqrcogC_TuDlrEcPiHzULAn1k7Nnu8vVKZQHcRmPSMUm_VKXQzSGiPVWcM_jMug5Uj6Dgl8w2lDv2pLtGvKAV-up7ED0frraGLwm6EmnUNrejQCGhGzo_L9s/s1600/IMG_2777.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9M1va9vXKUXgSgOVB48PwqrcogC_TuDlrEcPiHzULAn1k7Nnu8vVKZQHcRmPSMUm_VKXQzSGiPVWcM_jMug5Uj6Dgl8w2lDv2pLtGvKAV-up7ED0frraGLwm6EmnUNrejQCGhGzo_L9s/s320/IMG_2777.jpg" width="240" /></a></div>
<br /></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-32404724912788075432016-01-24T18:55:00.002+00:002016-01-24T18:55:32.264+00:00Trio TS-120S PLL unlock fault <div dir="ltr" style="text-align: left;" trbidi="on">
I recently acquired a Trio TS-120s HF transceiver with an intermittent fault - when powered up the PLL would fail to lock , resulting in no TR or RX and no digital display - just two dots.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZAHSCrKanUy21fEMw6gseAleFDg1IoVS5KIhlq1d-3QDEP_JaX78TIo_r-KFsz9p7EONT6cG-mM-Y4TN_xxzxAhyphenhyphenB1tJeWUGDri6votsBVWlt84haxRxgoGe7rGWonNpByPkCLIX__H8/s1600/pll_unlock.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZAHSCrKanUy21fEMw6gseAleFDg1IoVS5KIhlq1d-3QDEP_JaX78TIo_r-KFsz9p7EONT6cG-mM-Y4TN_xxzxAhyphenhyphenB1tJeWUGDri6votsBVWlt84haxRxgoGe7rGWonNpByPkCLIX__H8/s320/pll_unlock.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">PLL Unlocked</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
Once the set warmed up the PLL would eventually lock , first on 14MHz then on the other bands. Once the set had been switched off for a while the PLL would return to the unlocked state on power up .<br />
<br />
<br />
I checked the PLL board for cold solder joints but nothing obvious was found.<br />
<br />
<br />
<br />
<br />
<br />
<br />
Tapping on the boards when the PLL was unlocked made no difference , so I tried gently heating the boards using a hairdryer , this helped pinpoint the problem - the PLL came in to lock whenever the area near the back right hand side of the AF board was warmed up .<br />
I didn't expect that a fault on the AF board would prevent the PLL from locking , but underneath the AF board is the carrier board which produces a ~8MHz signal which is fed to the PLL board .<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq1YIhqUgTeWoltmuq6FUhVZJUNS24quaLbqFg1GgD3nctyUUqD0Dih_R_oWuvJrpODAPFgB5EMm5BPG7XAw03pn0V607ituXeaL8RjcGS60D8a-xmCSebayf4X-R0xPkef9c9IJpd-2U/s1600/test_point.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq1YIhqUgTeWoltmuq6FUhVZJUNS24quaLbqFg1GgD3nctyUUqD0Dih_R_oWuvJrpODAPFgB5EMm5BPG7XAw03pn0V607ituXeaL8RjcGS60D8a-xmCSebayf4X-R0xPkef9c9IJpd-2U/s320/test_point.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Testing J19 CAR signal</td></tr>
</tbody></table>
<br />
I attached a frequency counter to Pin2 of J19 on the PLL board and a volt meter to TP1 on the PLL board . When the PLL was unlocked there was no 8MHz signal reaching the PLL board . When the CAR board was gently heated the 8MHz signal appeared and the PLL locked . <br />
<br />
An article on mods.dk indicated that there was a common fault where the carrier board would fail to oscillate due to the Q1 transistor going low gain, so I removed the AF board to gain access to the CAR board to replace Q1 .<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRaXX0nZcBgN7LSiLFEjhW9-Ovk_XUvWbllUrgTPu1FKNpO7uhJA9UhAaVKgdtNmCv7ihj_Ps11GzJ-XlkkGXCF_QCBjCQEs0-966ge58mUWfrbzsTY7qoVvAOmPmSG1MArwjxW8mHI98/s1600/af_board_out.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRaXX0nZcBgN7LSiLFEjhW9-Ovk_XUvWbllUrgTPu1FKNpO7uhJA9UhAaVKgdtNmCv7ihj_Ps11GzJ-XlkkGXCF_QCBjCQEs0-966ge58mUWfrbzsTY7qoVvAOmPmSG1MArwjxW8mHI98/s320/af_board_out.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">AF Board</td></tr>
</tbody></table>
<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr1U3miUsPVMsVvkXoomwQT37za3Je3lLz4dOUVr_huurmkt2DhL2uZrfWfniIWYwKcCEvoajV1JVUcUKmMMA9t2KsyZnU9RQKPAOk45L3YRVgx1o-7cvF2aAcD7sFdYTEBY00U1Ynijw/s1600/car_board.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr1U3miUsPVMsVvkXoomwQT37za3Je3lLz4dOUVr_huurmkt2DhL2uZrfWfniIWYwKcCEvoajV1JVUcUKmMMA9t2KsyZnU9RQKPAOk45L3YRVgx1o-7cvF2aAcD7sFdYTEBY00U1Ynijw/s320/car_board.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">AF board removed </td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie-8MpM5H4jxSQuMrhruPy1cu3_9kuBWbXslGXVpgze-Ot093iF3EPBSmQZqCgR4Iz4y5nP_7HMiQ9UHwy6Ob1BHcgcfJSt9P_3Y1lwWwVpaPAFmSXMqITADDxy3aUiXB_B2o0goSffAE/s1600/car_board_out.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie-8MpM5H4jxSQuMrhruPy1cu3_9kuBWbXslGXVpgze-Ot093iF3EPBSmQZqCgR4Iz4y5nP_7HMiQ9UHwy6Ob1BHcgcfJSt9P_3Y1lwWwVpaPAFmSXMqITADDxy3aUiXB_B2o0goSffAE/s320/car_board_out.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">CAR board removed</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
I removed Q1 ( 2SC460) and tested it on a transistor tester - the device was ok , but the gain (hfe) was very low at around 29 . It should be about 100 for this device. <br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0LbP1ZTAspDa126unkkBr240coBEDCY6kpASc9naQxs1QhJCh5bAq1NvSoosUHZMYZCkSJfMNTU8cZ4xy0fTMq76eHXgImJEzxoW1Ckbbljx9SjmD3oagK4QXhCKF1BHLeNDkerNtoXM/s1600/low_hfe.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0LbP1ZTAspDa126unkkBr240coBEDCY6kpASc9naQxs1QhJCh5bAq1NvSoosUHZMYZCkSJfMNTU8cZ4xy0fTMq76eHXgImJEzxoW1Ckbbljx9SjmD3oagK4QXhCKF1BHLeNDkerNtoXM/s320/low_hfe.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Original Q1 - low gain</td></tr>
</tbody></table>
<br />
After warming the faulty transistor the hfe came up slightly to 36 <br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE5KRpOL-2xFbGzj3NkRlI6v0PbeVFSQFjs_l-dzsClsAGcEZdtHg4YnJiwQdBBDd_Koc94DzHGTDMlxkDDKqnV07CjMzz34cxavFMfHDlvDwU0PGTRmyZP37jiPMMASskpmhb8xk-7cQ/s1600/wrrm_hfe.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE5KRpOL-2xFbGzj3NkRlI6v0PbeVFSQFjs_l-dzsClsAGcEZdtHg4YnJiwQdBBDd_Koc94DzHGTDMlxkDDKqnV07CjMzz34cxavFMfHDlvDwU0PGTRmyZP37jiPMMASskpmhb8xk-7cQ/s320/wrrm_hfe.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Original Q1 warmed up </td></tr>
</tbody></table>
<br />
This additional gain was probably enough to get the oscillator to start up once the transistor warmed up. I tested the new replacement transistor prior to installing it - it had a hfe of 107<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1XoUTmobcFOMObxvVjhtpv2S4F0V88LKj3dJRUauf5C4sTOCqH7oLJUrQefBBN5asLG7p2WxY4o1wx7NGSBpbdwEDe5qs6GIDJUKJBbGu_J7ZMo_LFIb8X75LaDN1R5RB5FChxivBKRo/s1600/new_hfe.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1XoUTmobcFOMObxvVjhtpv2S4F0V88LKj3dJRUauf5C4sTOCqH7oLJUrQefBBN5asLG7p2WxY4o1wx7NGSBpbdwEDe5qs6GIDJUKJBbGu_J7ZMo_LFIb8X75LaDN1R5RB5FChxivBKRo/s320/new_hfe.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Replacement Q1 </td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
After re-installing the CAR and AF boards I powered on the set - the PLL locked immediately on all bands !<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVxx0AJLvMr4qSRqd3EPVkBdwwA2VKsrqlGIAPkVU5UOe30L0zdFBPvXOaxcsy8yYqlMKKf8Y91zyZ7cEWrjaPA4S4zWaUJp-2YO7Yzl1MsjEo459Cc1gnx6XHNmWlWHz9IWGt253cVTk/s1600/pll_lock.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVxx0AJLvMr4qSRqd3EPVkBdwwA2VKsrqlGIAPkVU5UOe30L0zdFBPvXOaxcsy8yYqlMKKf8Y91zyZ7cEWrjaPA4S4zWaUJp-2YO7Yzl1MsjEo459Cc1gnx6XHNmWlWHz9IWGt253cVTk/s320/pll_lock.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">PLL Locked </td></tr>
</tbody></table>
<br />
<br />
<br />
<br />
<br /></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com9tag:blogger.com,1999:blog-1658072461718751930.post-14548188456951488682015-09-06T15:57:00.000+01:002015-09-06T15:57:30.422+01:00Codan 9780 HF Transceiver<div dir="ltr" style="text-align: left;" trbidi="on">
I recently acquired a used Codan 9780 HF transceiver. This is a commercial HF SSB transceiver that provides 15 user programmable channels in the 2.25 to 30MHz range. Power output is 125w of USB or LSB.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEing_wXuOxRCBy4FCz0rSWSiIU4-yMNoTmCg2T6sYddUbQ1xABYUeIY5d5woFZhUU2IQoMMNUm-zm-xzlmRUsokfwwphvXaxyiijAcf-F61hBI2JunI8-GmSMkA9KwzblnqU97FIhcg4wE/s1600/codan2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEing_wXuOxRCBy4FCz0rSWSiIU4-yMNoTmCg2T6sYddUbQ1xABYUeIY5d5woFZhUU2IQoMMNUm-zm-xzlmRUsokfwwphvXaxyiijAcf-F61hBI2JunI8-GmSMkA9KwzblnqU97FIhcg4wE/s320/codan2.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Codan 9780</td></tr>
</tbody></table>
<br />
<br />
The radio was purchased without a microphone and I thought it would be straightforward to find a suitable replacement microphone, however a search online only found original replacement microphones at AU$ 389 - way more than I was prepared to pay.<br />
<br />
I found the schematic of the Codan keypad microphone on the <a href="http://aboutcodan.blogspot.ie/" target="_blank">aboutcodan.blogspot.com blog</a> - this is a very useful blog with lots of information on Codan 9xxx series radios , including how to enable programming of channels from the control panel.<br />
The microphone schematic is <a href="http://aboutcodan.blogspot.ie/search?updated-max=2015-04-28T21:51:00-07:00&max-results=7" target="_blank">here .</a><br />
The schematic indicated that it would be possible to connect a normal dynamic microphone to the radio , leaving out the custom keypad controller. I had an old Pama dynamic CB microphone that looked suitable , so the next problem was to find a suitable microphone plug. Unfortunately the 9780 has a very custom 7 pin connector - I wasn't able to find a suitable connector at a reasonable price , but I found an eBay seller in Australia that had a replacement Codan microphone cable and plug for AU$ 65. This was ordered and it arrived about 2 weeks later . Mic plug shown below. <br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3q4Fh_pOfxZK1ETZ5ukhCeqG1HwPaYrIdAEXX6S2XMnUWQsbvQrzD5LpHyKI0Dp8_MdPGzE0xB7GBE4-ZALbOjrNi1WDpIO8j4IKUwhWibQDr4Fn4UXDmAnhf87jEXroY2U_uln6VSrQ/s1600/mic.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3q4Fh_pOfxZK1ETZ5ukhCeqG1HwPaYrIdAEXX6S2XMnUWQsbvQrzD5LpHyKI0Dp8_MdPGzE0xB7GBE4-ZALbOjrNi1WDpIO8j4IKUwhWibQDr4Fn4UXDmAnhf87jEXroY2U_uln6VSrQ/s200/mic.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">9780 mic plug</td></tr>
</tbody></table>
<br />
I found the pinout of the MIC socket in the Codan 9360 reference manual available <a href="http://www.hf-radio.com.au/manuals/Codan%209323-9360%20reference%20manual.pdf" target="_blank">here </a>.<br />
Note - this pinout is viewed from the perspective of the radio front panel, not from the microphone plug.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiApiLii6rK8WH-4ZvNQ64EjI7yUlY6l5gvls4H9NgNiF9vWg2nwe4Tql1cudv0VUrbflPeUYjqyMLFh1j-TCThCZlk7Jgw0Mi3QtHFlTlZ4bbjoVg5qh7oVKZqGLb51kvhgNQxGCaacaM/s1600/pins.tiff" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiApiLii6rK8WH-4ZvNQ64EjI7yUlY6l5gvls4H9NgNiF9vWg2nwe4Tql1cudv0VUrbflPeUYjqyMLFh1j-TCThCZlk7Jgw0Mi3QtHFlTlZ4bbjoVg5qh7oVKZqGLb51kvhgNQxGCaacaM/s320/pins.tiff" width="295" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Microphone socket pinout</td></tr>
</tbody></table>
<br />
It was necessary to link pins 1 and 7 together in order to route the received audio to the front panel speaker. This is illustrated in the microphone schematic .<br />
<br />
On connecting the microphone I found I was still not getting any audio out of the front panel speaker , so I plugged in an external speaker into the LS jack on the back . This worked.<br />
<br />
On removing the front panel and testing the speaker I found that it was open circuit . The speaker is a 66mm diameter mylar speaker - maplin had a suitable replacement ( code <span itemprop="sku">VC86T) . </span><br />
<span itemprop="sku"><br /></span>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYB2KmKtrgGki8G7OPPjBlPjR7jCGaEb32_I6SJtU8P7cCxPB_BdKmiIyAxr4PF8LJLFeVDGIjp7mliINJeFY3RykaVMALcGXeEeslQJoF1l00qMsr_gCjXKPT4kofcpZ-bNi7_W8Vm-8/s1600/speak1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYB2KmKtrgGki8G7OPPjBlPjR7jCGaEb32_I6SJtU8P7cCxPB_BdKmiIyAxr4PF8LJLFeVDGIjp7mliINJeFY3RykaVMALcGXeEeslQJoF1l00qMsr_gCjXKPT4kofcpZ-bNi7_W8Vm-8/s320/speak1.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">front panel speaker</td></tr>
</tbody></table>
<span itemprop="sku">Once this was replaced I tried the radio out and made a number of contacts on 80m , 60m and 40m and received good audio reports. </span><br />
<span itemprop="sku"><br /></span>
<span itemprop="sku">Having only 15 channels is a limitation, but I plan to use it mainly on 60m where we only have access to 5 spot frequencies in Ireland. </span><br />
<span itemprop="sku"><br /></span>
<span itemprop="sku"><br /></span>
<br />
<br />
<br />
<br />
<br />
<br /></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com8tag:blogger.com,1999:blog-1658072461718751930.post-8021617427353506122015-08-02T19:25:00.002+01:002015-08-02T19:25:35.068+01:00TS-120v repair - part 2 <div dir="ltr" style="text-align: left;" trbidi="on">
I spent some time today continuing my attempts to repair the TS-120v I described in part 1 <a href="http://ei3feb.blogspot.ie/2015/03/trio-ts-120v-repair-part-1.html" target="_blank">here</a> .<br />
<br />
The radio is now usable on SSB on 80/40/20M however it still has no output on 15M and 10M , other faults are a non-functioning S meter and no output on CW.<br />
<br />
One of the common faults that can cause a none-functioning S meter is the relay on the IF board.<br />
There is a well written article on the replacement of this relay on the Kenwood TS120_130 yahoo group - "<a href="https://xa.yimg.com/df/kenwoodts120_130/TS130V+Relay+Removal+and+Replacement.pdf?token=ZChF1SluAwTdVpkAoxAZ0mqMPCZsu1tiN6zYaElje7f26AmBWQupVfKJWceGNt33j59stTmN6Lthj6lRJJBSYbqNRAn7SZ36wFkEG6DUHrMzhetIqB12k8xR3Reqcc-F4WfYauExjiNqIgPtHASg&type=download" target="_blank">TS130v Omron relay removal/replacement</a>" Based on this I ordered 2 NF4EB-12v relays - these are a drop in replacement for the original Omron LZN4 which is now obsolete.<br />
It seems that the Matsushita NF4EB relays are also obsolete , so it was hard to find a source for them.<br />
I eventually found an ebay seller in China that had them in stock for $6 each - see ebay item <a href="http://www.ebay.com/itm/381034198000" target="_blank">381034198000</a><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnnDKhUhFCu0ho2UWPw6YnG6ZJLwtjQ4cyPdg8EwXYjuORBHbh0o0SrsVB63HbaZVuw7uueg5cZDiwN9JH_gd3GadIS1oDxgrrgTSeDay1tSdRIIeCPqX8U4Bac8rwsNI9QtxCt-SbKIQ/s1600/ts120_rly_1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnnDKhUhFCu0ho2UWPw6YnG6ZJLwtjQ4cyPdg8EwXYjuORBHbh0o0SrsVB63HbaZVuw7uueg5cZDiwN9JH_gd3GadIS1oDxgrrgTSeDay1tSdRIIeCPqX8U4Bac8rwsNI9QtxCt-SbKIQ/s320/ts120_rly_1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Omron LZN4 on left. Replacement NF4EB on right</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglh_82OxtWZfINDLH4I9KZJnpZWDfw8ZhVkE2PNByHUAjhkS1Srv9b0m13ga6crXnWyL8PvumRGG-euCvVeLcEcHjfVz9_By3TuUBD8gEYhez6vnSv2EnI9HF_vI4ktjfJVJB0SfJ29GM/s1600/ts120_rly_3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglh_82OxtWZfINDLH4I9KZJnpZWDfw8ZhVkE2PNByHUAjhkS1Srv9b0m13ga6crXnWyL8PvumRGG-euCvVeLcEcHjfVz9_By3TuUBD8gEYhez6vnSv2EnI9HF_vI4ktjfJVJB0SfJ29GM/s320/ts120_rly_3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">IF board removed from the transceiver</td></tr>
</tbody></table>
<br />
<br />
I replaced the relay using the instructions in the link above. It was fairly straightforward however I needed to use solder braid and liquid flux to cleanly desolder the 15 pins.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtGL5v5gpkHLV4mDRVzJEQBVHlV6mNk81Vn-c7SPPopIRJKCUGKP060Z9Ua-AllKTx1na96XS8imaKYMI_bfxPBtj9TOg9oG9HHkBhid1MejwmzVydRoI9odWF3XHXmbrq-gOL3Y8mnuE/s1600/ts120_rly_4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtGL5v5gpkHLV4mDRVzJEQBVHlV6mNk81Vn-c7SPPopIRJKCUGKP060Z9Ua-AllKTx1na96XS8imaKYMI_bfxPBtj9TOg9oG9HHkBhid1MejwmzVydRoI9odWF3XHXmbrq-gOL3Y8mnuE/s320/ts120_rly_4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">IF board fitted back into TS-120v with new relay (orange)</td></tr>
</tbody></table>
<br />
After replacing the IF board and carrying out an on-air test I now have a working S meter.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAdQGsk43GXkVzrOsi892Z9b3wYqEDcoKhVJiQTWM4j9Vpa7mfBvH8O8lD3CJWl5K74wO4oJVTXmechClnxkrjEHTJz76YBP7zHX2NQ9uC00uAS6B7Ypf8BPFHUYkaZmiWpMWs6hUSI1o/s1600/ts120_rly_5.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAdQGsk43GXkVzrOsi892Z9b3wYqEDcoKhVJiQTWM4j9Vpa7mfBvH8O8lD3CJWl5K74wO4oJVTXmechClnxkrjEHTJz76YBP7zHX2NQ9uC00uAS6B7Ypf8BPFHUYkaZmiWpMWs6hUSI1o/s320/ts120_rly_5.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">working S meter</td></tr>
</tbody></table>
<br />
<br />
Next I need to fix the CW problem and the lack of output on 15/10M<br />
<br />
<br />
<div class="page" title="Page 1">
<div class="layoutArea">
<div class="column">
<span style="font-family: 'Times New Roman,Bold'; font-size: 11.000000pt;"><br /></span>
</div>
</div>
</div>
<br />
<div class="page" title="Page 1">
<div class="layoutArea">
<div class="column">
<br /></div>
</div>
</div>
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-63979621300516283822015-04-02T23:04:00.002+01:002015-04-02T23:06:32.097+01:00MST400 QRP SSB Transceiver<div dir="ltr" style="text-align: left;" trbidi="on">
A couple of years ago I built a DDS VFO from ozqrp - see post <a href="http://ei3feb.blogspot.ie/2015/01/ozqrp-dds-vfo-kit.html" target="_blank">here</a>.<br />
<br />
I was pleased with the design and decided to buy the PCB for the accompanying 40M SSB transceiver the <a href="http://ozqrp.com/docs/MST_manual_V1.pdf" target="_blank">MST400</a> v1 .<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMLVbJV6IWAt2hIVqbB6TREjyk1aNnyea2qBxNlJB-b692If6_ev8Opb0Xi2OkKLXrA7ytRaIr9yvfjR5GLut_vJRGq7y_UN3EyI9tgC66U9IFn1G2wt9EWGcIOAmjUt2DmlzeFv1zdVs/s1600/IMG_1758.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMLVbJV6IWAt2hIVqbB6TREjyk1aNnyea2qBxNlJB-b692If6_ev8Opb0Xi2OkKLXrA7ytRaIr9yvfjR5GLut_vJRGq7y_UN3EyI9tgC66U9IFn1G2wt9EWGcIOAmjUt2DmlzeFv1zdVs/s1600/IMG_1758.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">MST400 v1</td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
This is a 40m SSB transceiver that has a power output of at least 5 watts of SSB.<br />
from the manual , the specs are -<br />
<br />
1. Complete SSB transceiver on a single PCB (just add a VFO).<br />
2. Superhet receiver using a 4 pole 10MHz crystal filter.<br />
3. 5W PEP minimum power output using a rugged power MOSFET output stage.<br />
4. Unwanted sideband suppression is typically 40dB.<br />
5. All spurious transmit outputs below -45dBc.<br />
6. AF and microphone gain controls.<br />
7. Easy to adjust and set up.<br />
8. Front panel LED transmit power and modulation indicator.<br />
9. Plenty of audio output to drive a loudspeaker.<br />
10. High quality double sided PCB with groundplane, solder mask and silk screen.<br />
11. Simple and easy to build using all through hole components.<br />
12. No complicated coil winding required. Uses inexpensive commercial coil assemblies for
tuned circuits.<br />
<br />
I just bought the PCB and was able to provide most of the components from the junk box , the rest were purchased from <a href="http://bitsbox.co.uk/" target="_blank">bitsbox</a> in the UK - my normal source of components.<br />
<br />
Construction was completed over the course of a couple of evenings and was very straightforward thanks to the well written manual .<br />
<br />
I boxed it up in a plastic case with aluminium end panels. I would have preferred to use an all metal case but this seems to work ok . I may line it with self adhesive copper foil for screening purposes at a future date.<br />
<br />
My heatsinking on the IRF510 output transistor is probably not ideal , but it didn't get too hot in use while producing about 8w power.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU12YKCorYWWheID7rgavIQYLV_Zl8jYmuyn34OBCQrzYBbBqx4B0U69DSWyxWp1uyp95VqhHN1MabNwROPifNf_QaqQOdF2xb6h7kesIbWJ0AnLsM3hnhz_x_Tlhl6CocSFTkHI_GwpI/s1600/IMG_1760.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU12YKCorYWWheID7rgavIQYLV_Zl8jYmuyn34OBCQrzYBbBqx4B0U69DSWyxWp1uyp95VqhHN1MabNwROPifNf_QaqQOdF2xb6h7kesIbWJ0AnLsM3hnhz_x_Tlhl6CocSFTkHI_GwpI/s1600/IMG_1760.jpg" height="400" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">MST400 in case<br />
<br /></td></tr>
</tbody></table>
While it is not fully finished it works well and I have had many contacts throughout Europe on it. .<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuucEuyCOVZOXpS3e0ghQ38aAr6D9VPj3oqtPSX61AWBXRuCdCfuix3hgxpb345Kohgz0MWZSJVY0Cks2OnNg4t1HwPBPS80rWlTwEO5EHY8GAuPGOw7TSDVANk8d2klNux4ILkpNwPCA/s1600/IMG_1761.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuucEuyCOVZOXpS3e0ghQ38aAr6D9VPj3oqtPSX61AWBXRuCdCfuix3hgxpb345Kohgz0MWZSJVY0Cks2OnNg4t1HwPBPS80rWlTwEO5EHY8GAuPGOw7TSDVANk8d2klNux4ILkpNwPCA/s1600/IMG_1761.jpg" height="400" width="300" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
The MST400 v1 has since been superseded by the v2 version and is now available for 80M, 40M and 20M as a complete kit . Well worth a look for anyone interested in building their own QRP SSB transceiver. </div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-50869082199414774252015-04-01T20:17:00.000+01:002015-04-01T21:44:27.704+01:00Sinadder 3 and Pye SG5U, SG3V signal generators<div dir="ltr" style="text-align: left;" trbidi="on">
One of my radio interests is modifying ex-PMR radio equipment for use on the VHF and UHF amateur radio bands. PMR radios tend to cover quite a wide frequency range, so once they have been programmed or crystalled on the desired frequency they normally need to be aligned to achieve good sensitivity. This can be done while receiving a signal and adjusting the front end for best quieting but better results are achieved using a signal generator and a SINAD meter .<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSLH8HO3T3u2DPKpIE12cr-92AOK7UEpG_IXGaV5rVgPW5mREEFAfupn5bo-p-a6LGYhR0CHAfzBH-ftxRop8iogS3lCDGO9POisHSveDRWtNI0q48g9QH2I7XiRKgSg_fEdlp-fhZtHE/s1600/sinadder.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSLH8HO3T3u2DPKpIE12cr-92AOK7UEpG_IXGaV5rVgPW5mREEFAfupn5bo-p-a6LGYhR0CHAfzBH-ftxRop8iogS3lCDGO9POisHSveDRWtNI0q48g9QH2I7XiRKgSg_fEdlp-fhZtHE/s1600/sinadder.jpg" height="132" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sinadder 3</td></tr>
</tbody></table>
<br />
<br />
SINAD refers to the measurement of 'Signal and Noise plus Distortion' and is a useful way of measuring the performance of a receiver. The <a href="http://www.repeater-builder.com/test-equipment/helper/pdfs/sinadder-3.pdf" target="_blank">Sinadder 3 manual</a> provides a good description of how this measurement is used to quantify FM receiver performance, but in summary an FM RF signal at the receiver frequency is modulated with a 1KHz audio tone at 5KHz deviation and fed in to the receiver. The SINAD meter is connected to the audio output of the receiver under test and samples the demodulated 1KHz audio tone. This can detect the amount of distortion introduced to the 1KHz audio tone bu the receiver. The lower the measured distortion the better the receiver performance.<br />
Typically a measurement of 12dB SINAD is considered a usable received signal, so the aim of alignment via SINAD is to adjust the front end of the receiver to achieve the 12 dB measurement for the minimal level of input signal.<br />
<br />
<br />
Professional radio service shops tend to use integrated communication test sets or service monitors costing €1,000's for this task but it is possible to pick up older test equipment for a reasonable price which is still very usable for amateur use.<br />
<br />
I bought a second hand Helper Instruments Sinadder 3 meter to perform the SINAD measurements but I needed a VHF and UHF signal generator capable of producing an FM modulated output. My existing signal generator only did AM modulation and more recent signal generators cost hundreds of Euro. <br />
I contemplated trying to build some form of DDS synthesized signal generator using an Arduino and an si5351 device but couldn't see an easy way of frequency modulating it with the required 1KHz tone. Instead I found a pair of vintage Pye VHF and UHF signal generators going for a good price on eBay. Shipping from the UK wasn't cheap due to the weight of these devices - way more than the cost of the signal generators themselves , but it was still a good deal for some classic test equipment .<br />
<br />
<br />
<ul style="text-align: left;">
<li>The Pye SG3V covers VHF 66MHz to 150MHz</li>
<li>The Pye SG5U covers UHF 300MHz to 480MHz</li>
</ul>
<br />
<br />
Both are capable of FM modulation with a 1KHz signal with variable deviation from 5KHz to 15KHz . Still useful for wideband amateur equipment, however modern sets tend to use narrow 2.5KHz deviation . If I can find a circuit diagram for these I may see if I can modify the deviation range to go from 2 to 5KHz , but it will do for the moment.<br />
<br />
They both have a high quality signal attenuator to allow the output signal to be reduced to a low level , these are graduated in uV. Not sure how accurate the calibration is - the calibration label says it was last calibrated in 1986 ! however it is not critical as I will be tuning for maximum sensitivity rather than trying to perform an accurate measurement.<br />
<br />
The signal generators were both manufactured by Pye Dublin - I hadn't been aware that Pye had a factory in Ireland , but it seems that they did have a manufacturing facility in Dublin which closed in the late 1960s.<br />
<br />
<br />
Using this configuration I have successfully aligned several PMR sets including a Kenwood TK-859<br />
, Kyodo KG107, Tait 2020, etc.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXJ_LYWUB1iVSbMoOsYUzFjMiVzIGC5mR0uOVUv2tBCr5MDf8us7pOa34vbZ4INRAuAaHc7YR2YtLH7SFXbs2293eqW5u2PQNdxiY5GTUBNGK5HuPrPaDQefl0bm9E_c8GuNtbpR96hTQ/s1600/IMG_1948.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXJ_LYWUB1iVSbMoOsYUzFjMiVzIGC5mR0uOVUv2tBCr5MDf8us7pOa34vbZ4INRAuAaHc7YR2YtLH7SFXbs2293eqW5u2PQNdxiY5GTUBNGK5HuPrPaDQefl0bm9E_c8GuNtbpR96hTQ/s1600/IMG_1948.jpg" height="480" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pye SG5U and Sinadder 3 aligning UHF Tait 2020</td></tr>
</tbody></table>
<br />
The alignment procedure differs depending on the radio being aligned - a search on the Internet should turn up the service manual for most common radios. At a high level the procedure is -<br />
<br />
<br />
<ul style="text-align: left;">
<li>connect the signal generator to the antenna input of the radio being aligned. </li>
<li>connect the SINAD meter to the speaker output of the radio. </li>
<li>adjust the frequency of the signal generator until a signal is heard in the receiver</li>
<li>set the signal generator to produce a 1KHz tone with 5KHz deviation. </li>
<li>adjust the signal level until 12 dB is indicated on the SINAD meter</li>
<li>adjust the front end of the radio according to the radio's service manual ( using an alignment tool not a screwdriver - the ferrite cores can be fragile) try to get the meter to swing as far to the left as possible. </li>
<li>next reduce the signal level from the signal generator to bring the sinad measurement back to 12 dB and repeat the adjustments. The aim is to achieve 12 dB SINAD for the minimum amount of input signal level. </li>
</ul>
<div>
<br /></div>
<div>
<br /></div>
<br />
<br /></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com1tag:blogger.com,1999:blog-1658072461718751930.post-48022184631421156612015-03-31T21:02:00.000+01:002015-03-31T21:42:07.107+01:00Trio TS-120v repair - part 1 <div dir="ltr" style="text-align: left;" trbidi="on">
<br />
I recently picked up a used Trio TS-120v that was listed as 'spares or repair' on eBay .<br />
The TS-120v is a low power version of the TS-120s HF transceiver and it provides 10w of USB/LSB/CW on the 80/40/20/15/10M bands.<br />
<br />
On receipt of the TS-120v I powered it up and connected it to my HF antenna - it received well on all the HF bands which was promising , next step was to try the transmitter. The radio did not come with a microphone , so I wired up an old Shure 527B microphone using the wiring information available in the TS120v operators manual. When I tried to transmit into a dummy load there was no output on any of the bands on either SSB or CW.<br />
<br />
The radio was opened up to perform a visual inspection - it was covered in dust and dirt - not surprising considering it is more than 30 years old. An aero-duster removed most of this and some servisol switch cleaner was used to clean the wafer switches used for band switching. <br />
<br />
Once the dust was removed I could see that there was an electrolytic capacitor (C63) missing from the RF board - looks like the capacitor died violently as its legs were still left in the PCB. <br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2nkIU6Ke8Rotf-ZNYdnkfBAYaARLFgO13yu2CL3Kfe5SwZUqYNaOIvG2Nl3BouC9HrN8SY0YmYBzAkHEkZuaDxOqVFf7Ka2EWuAjCE9Bm43d3CyYphbP2Jf5yoKnGW47eZ2Mhv0rrS0s/s1600/IMG_2165.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2nkIU6Ke8Rotf-ZNYdnkfBAYaARLFgO13yu2CL3Kfe5SwZUqYNaOIvG2Nl3BouC9HrN8SY0YmYBzAkHEkZuaDxOqVFf7Ka2EWuAjCE9Bm43d3CyYphbP2Jf5yoKnGW47eZ2Mhv0rrS0s/s1600/IMG_2165.jpg" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">missing C63</td></tr>
</tbody></table>
<br />
<br />
<br />
No sign of it loose in the radio though. The TS-120v service manual was obtained from the very useful <a href="https://groups.yahoo.com/neo/groups/kenwoodts120_130/info" target="_blank">Kenwood TS120 and TS130 Yahoo group</a>. This indicated that c63 was a 10uF 16v electrolytic - more importantly it showed that it was possible to gain access to the underside of the RF unit PCB without having to remove it and the band switching hardware from the chassis . This is accomplished by removing the IF unit and a shield plate.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjZ-I0EeBOG_oMEFnG7BzUm6ThbLkywrTo4dBsCgoOkRA4QH4hkm156fM-e1dv3_4ZFThD0XVnhSNVRqxl1mIdyuhzsXLrUf3vlWkPratEcNXj4mXtHelnaZUHJE_lhrnXJ6iPHljLsvQ/s1600/IMG_2176.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjZ-I0EeBOG_oMEFnG7BzUm6ThbLkywrTo4dBsCgoOkRA4QH4hkm156fM-e1dv3_4ZFThD0XVnhSNVRqxl1mIdyuhzsXLrUf3vlWkPratEcNXj4mXtHelnaZUHJE_lhrnXJ6iPHljLsvQ/s1600/IMG_2176.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Access to rear of RF unit under IF board</td></tr>
</tbody></table>
<br />
<br />
Once I had access to the rear of the board I de-soldered the old capacitor legs and replaced the missing capacitor. Shining a strong light through the PCB from the top down allowed me to see which solder joints belonged to C63. Unfortunately the replacement of C63 did not resolve the TX problem , so further investigation was required.<br />
<br />
Next step in the investigation was to remove the final board from the radio and check the output transistors. On removing the final board I noticed several problems -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFxWS9etdG455fqKGPEBBikpvcZebUKZDfKpvFD4xCzUdt50OF4yb1t4mjVO7x-D_g60OvJut_jAWBzirdth4oJw5WzpYGlLyP5Rs1H1OqlfZC90SyBBSb5JpaGa2sNCTqxC8ptq0pzZ4/s1600/IMG_2186.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFxWS9etdG455fqKGPEBBikpvcZebUKZDfKpvFD4xCzUdt50OF4yb1t4mjVO7x-D_g60OvJut_jAWBzirdth4oJw5WzpYGlLyP5Rs1H1OqlfZC90SyBBSb5JpaGa2sNCTqxC8ptq0pzZ4/s1600/IMG_2186.jpg" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Burnt R3 and R5</td></tr>
</tbody></table>
<br />
<br />
- Resistors R3 and R5 on the final board were burnt looking and R3 had actually split in half.<br />
<br />
- There was a 3 pin connector at the end of a cable from the filter board that was not connected to anything.<br />
<br />
- The final board appeared to be installed back to front , the coaxial cable from the RF Unit was connected to the output of the Final board and the cable from the filter unit was connected to the input of the Final board.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi51_JScdtBbE59zOt8IjUzSAQtuvAPsCyYIz9xeLhvEjKINmepisBJIU1Wi9JLELtsBErryCFKSMLp7kYRMAL5upEFTqSWYsx_ZVf99Z8m1X0G9E3bxs5GGPb7AEkqMpkNEwm5AeIV6t4/s1600/IMG_2185.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi51_JScdtBbE59zOt8IjUzSAQtuvAPsCyYIz9xeLhvEjKINmepisBJIU1Wi9JLELtsBErryCFKSMLp7kYRMAL5upEFTqSWYsx_ZVf99Z8m1X0G9E3bxs5GGPb7AEkqMpkNEwm5AeIV6t4/s1600/IMG_2185.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">unconnected cable from filter board J44</td></tr>
</tbody></table>
<br />
<br />
It looks like someone had attempted to repair this radio and had re-assembled it incorrectly .<br />
<br />
First step in attempting to repair the final board was to replace the burnt out 15 ohm resistors R3 and R4. At this stage I also tested the final transistors and found that these were both faulty.<br />
<br />
Final transistors Q2 and Q3 are 2SC2509 NPN RF power transistors - I wasn't able to find exact replacements , but a search on eBay turned up a matched pair of 2SC1945 transistors which are a direct replacement. Having a matched pair ( same gain) is important in an amplifier such as this that only has a single bias adjustment for both devices.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ymXswLpUgR6rI626udmm3PL00TfzUYwIzTBaMkmB2k5vPywhRxGAizFfgxhuOVAH4hwuuo0c-tVlK0LEY8EzJYD0IpUOtSpPSxWror5yDwIg_HPyaqecxtleojyr9LHzT0OjpvGEMnk/s1600/IMG_2197.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5ymXswLpUgR6rI626udmm3PL00TfzUYwIzTBaMkmB2k5vPywhRxGAizFfgxhuOVAH4hwuuo0c-tVlK0LEY8EzJYD0IpUOtSpPSxWror5yDwIg_HPyaqecxtleojyr9LHzT0OjpvGEMnk/s1600/IMG_2197.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">matched pair of replacement final transistors</td></tr>
</tbody></table>
<br />
I replaced the final transistors and applied some fresh heatsink compound.<br />
<div>
<br /></div>
<div>
Next I needed to find out where the 3 pin cable was supposed to go . From the service manual I can see that there is a Q5 transistor on the final board that is connected by a cable J41/44 to the filter board .<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4SPIngc7HTuR8ebTwoOsrje9u-2Cnj_vJYrLSBaxRBzukjAbiZ1Z7TJFaRakUGApNFJEWgyicYJqsbG0hmGgYt3ZvpTYUnZcwHZyjkRsXC6zCkgkO01bZ5AIA7a6kGI6UHmkzaNZJnxU/s1600/finalsts120v_modified.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4SPIngc7HTuR8ebTwoOsrje9u-2Cnj_vJYrLSBaxRBzukjAbiZ1Z7TJFaRakUGApNFJEWgyicYJqsbG0hmGgYt3ZvpTYUnZcwHZyjkRsXC6zCkgkO01bZ5AIA7a6kGI6UHmkzaNZJnxU/s1600/finalsts120v_modified.jpg" height="198" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Schematic of final and filter board TS-120v</td></tr>
</tbody></table>
This is a 2SD235Y switching transistor that is mounted beside the finals board so that it can share the heat sink. Another trip to eBay found a suitable replacement.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlxEshv-X-UYZ8Kmss5oL5WnbbWPw1aTtOZiZLkkaBYTPY4oafMm_lYBtMX4sengk_AZpzH6YAHAQgPaDbHHqFgOqWu-aCNMfc7V54CunAK5OibwyXu28ZZOz10gR5mY4P1JfaMQ_Dewc/s1600/IMG_2213.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlxEshv-X-UYZ8Kmss5oL5WnbbWPw1aTtOZiZLkkaBYTPY4oafMm_lYBtMX4sengk_AZpzH6YAHAQgPaDbHHqFgOqWu-aCNMfc7V54CunAK5OibwyXu28ZZOz10gR5mY4P1JfaMQ_Dewc/s1600/IMG_2213.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Final board showing mounting of Q5 on right.<br />
<br /></td></tr>
</tbody></table>
At this point it was time to set the bias on the PA . The manual for the TS-120v only had a bias adjustment procedure for the TS-120s which has a different PA - 100w instead of 10w, however the TS-120v shares the same final board with the later TS-130v and the service manual for the TS-130v does contain a bias adjustment procedure.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7tY7V39PueFfg6DXIpkMKsxnH6APS5kfA7FRhefdPO8r_DNUjMRlPira9GtmMOHxfD8LHVV-d1HFppD_CpVuDEJ5x3HLt4frrjYxspd3WtQES0b6nmMxka0SxpS_C1Zo4nH8ph7QInX4/s1600/ts130_bias.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7tY7V39PueFfg6DXIpkMKsxnH6APS5kfA7FRhefdPO8r_DNUjMRlPira9GtmMOHxfD8LHVV-d1HFppD_CpVuDEJ5x3HLt4frrjYxspd3WtQES0b6nmMxka0SxpS_C1Zo4nH8ph7QInX4/s1600/ts130_bias.jpeg" height="350" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ts-130 bias adjustment procedure </td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
rather than remove the bias link on the board I just disconnected the supply line from pin 14A and inserted an ammeter in line. To provide some degree of protection against the possibility of blowing my new PA transistors I placed a 2A fuse in the supply line to the radio.<br />
<br />
On switching to TX I could not measure any bias current flowing , so I probed the base voltage of the 2 final transistors and measured only 0.05v irrespective of the setting of VR1 . It should have been somewhere around 0.7v . Further investigation found that the bias transistor Q4 was also faulty. Back to eBay to buy a replacement 2SC496Y transistor.<br />
I replaced this and went back to setting the bias current , this time I was able to adjust VR1 for 100mA as per the manual . Things were looking up !<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
After re-assembling the final board into the radio I tried to transmit again - now I am getting between 8 and 10w out on 80/40/20m on SSB. Not quite there yet though, only seeing about 2w on 15M and nothing out on 10M. Also not getting any output on CW but it is still a lot better than when I started .<br />
<br />
More to come .....<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<br />
<br />
<br />
<br /></div>
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com13tag:blogger.com,1999:blog-1658072461718751930.post-31328551713635453762015-01-27T20:34:00.000+00:002015-01-27T20:34:34.562+00:00OZQRP DDS VFO kit <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
The <a href="http://ozqrp.com/" target="_blank">Ozqrp</a>
DDS VFO kit is a low cost direct digital synthesis (DDS) VFO capable
of operating from 1MHz to 10MHz with programmable IF offsets , making
it suitable for use in a variety of home brew transceivers or
receivers.</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4ZBEfAxZHYanKwa5sJFQJxbHIn_mfC5c5tMDtm8KdjjSnJOTqFbs_17YPvQfgBbFFIA2_ojFiZSdOrPKnHtg8nW7DjLKeN2DmymjNqfQSYD5OfxE08hKVNrJMuf-P_mwBchSIuT8RLek/s1600/dds1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4ZBEfAxZHYanKwa5sJFQJxbHIn_mfC5c5tMDtm8KdjjSnJOTqFbs_17YPvQfgBbFFIA2_ojFiZSdOrPKnHtg8nW7DjLKeN2DmymjNqfQSYD5OfxE08hKVNrJMuf-P_mwBchSIuT8RLek/s1600/dds1.jpg" height="180" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<b>Features:</b>
<br />
1. Stable frequency<br />
2. Simple to operate
using a single rotary encoder control with press button switch. <br />
3.
Bright 16 character by 2 line LCD display.
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
4. Output
frequency range of 1MHz to 10MHz. <br />
5. Selectable 1KHz, 100Hz or
10Hz frequency steps. <br />
6. Tuning lock control. <br />
7. Displays
power supply voltage. <br />
8. Programmable IF frequency. Ensures the
displayed frequency is the same as the transmitted frequency. <br />
9.
Programmable IF offsets: Minus, Plus, None. <br />
10. Draws only 80mA
at 13.8V DC (with LCD backlight). <br />
11. Spurious outputs at least
-45dB. <br />
12. Typically 300mV pk-pk sine wave output.</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
I ordered
the DDS VFO kit from <a href="http://www.ozqrp.com/shop.html">http://www.ozqrp.com/shop.html</a>
in February 2013 - at the time the VFO was only available as a
partial kit consisting of the PCB with pre-soldered DDS IC, crystal
oscillator, a pre-programmed microcontroller, the rotary encoder and
an LCD display. All other components needed to be sourced separately.
At the time of writing (May 2013) there is now a complete kit
available for AUS $65 which contains all the required components.
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
The kit I
ordered was shipped from Australia and arrived in Ireland in less
than 2 weeks.
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
It was
well packed in proper anti-static packaging –</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP1FoqxFOKeJcEn1YPVZR3o6aPzOZ3_IIiMOpF0AixBbzrUih0bBZHGOZ6OhU5759Wv9yH_zrHyyQ70BH_Oc24VECUJ35YmIzr3ciClfTj8s9i55cRkdAAgnIIThPcBHnkKUkNUFCKwaM/s1600/dds2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP1FoqxFOKeJcEn1YPVZR3o6aPzOZ3_IIiMOpF0AixBbzrUih0bBZHGOZ6OhU5759Wv9yH_zrHyyQ70BH_Oc24VECUJ35YmIzr3ciClfTj8s9i55cRkdAAgnIIThPcBHnkKUkNUFCKwaM/s1600/dds2.jpg" height="240" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
Unpopulated
PCB showing the pre-soldered surface mount DDS device</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7vGHp0ogX1BkIE1oWTbpBi2Qq4clJ8hNGAZKBONoUHdx1sxCI-CA3E9OzxHxMtTHnr2-06uQgJgCrtMHlqEn9AieV6sbaxprMgIYaenKJJIbluIVfOyggY8xbVn_YUNSxhyFM1ys0rlc/s1600/dds3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7vGHp0ogX1BkIE1oWTbpBi2Qq4clJ8hNGAZKBONoUHdx1sxCI-CA3E9OzxHxMtTHnr2-06uQgJgCrtMHlqEn9AieV6sbaxprMgIYaenKJJIbluIVfOyggY8xbVn_YUNSxhyFM1ys0rlc/s1600/dds3.jpg" height="213" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
Construction
was completed in about 3 hours of work. There is only one surface
mount part and this was supplied pre-soldered so the assembly was
very straightforward. The PCB was of good quality with silk-screened
logos and plated through holes.
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
It is
advisable to use an anti-static work surface and a grounded wrist
strap to avoid damaging the sensitive devices.
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
Completed
PCB –</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgom_eV-Nm49L05xi6trq6mTsjVPhoPtaD087j-oe1WSr05aQRwR0x9c8_W9H0XUVqx4thXWwJKyu-MfkxIYAeQGeZzvDWHFeJCIejAjGr_jtL0T8EY9Bl-UO4QxxUWq5zeb8JScIxALmI/s1600/dds4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgom_eV-Nm49L05xi6trq6mTsjVPhoPtaD087j-oe1WSr05aQRwR0x9c8_W9H0XUVqx4thXWwJKyu-MfkxIYAeQGeZzvDWHFeJCIejAjGr_jtL0T8EY9Bl-UO4QxxUWq5zeb8JScIxALmI/s1600/dds4.jpg" height="213" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
Power on -</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghsKpSPThP8KC67BpEajJ7fOxYYNSse97vMst53knK7XFnVN1bK4u3fVLqr1IPMb0iNMZmk1UJmz43TDGrSEZrh0lN98m1G-FlgaG5dx-XOzNMqGnBWwjzyWI01QP2G9Qx2v8orPAVC0Y/s1600/dds5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghsKpSPThP8KC67BpEajJ7fOxYYNSse97vMst53knK7XFnVN1bK4u3fVLqr1IPMb0iNMZmk1UJmz43TDGrSEZrh0lN98m1G-FlgaG5dx-XOzNMqGnBWwjzyWI01QP2G9Qx2v8orPAVC0Y/s1600/dds5.jpg" height="182" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
The VFO
defaults to 7.100 MHz with 1kHz steps . Battery voltage is displayed on the LCD</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAj7pOLQZEVu8oAVjp-gCIqynPYjzmczr9ir2JqI5-dve5P0_0hOy8z5ZgKdS_QBMSBvP6pfGZO-B2W7CWIeoRxXyR6795g-xscEZnveMpJbxPA2xR1FAHSZkThGB0yptn5j4XPkda6ZM/s1600/dds6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAj7pOLQZEVu8oAVjp-gCIqynPYjzmczr9ir2JqI5-dve5P0_0hOy8z5ZgKdS_QBMSBvP6pfGZO-B2W7CWIeoRxXyR6795g-xscEZnveMpJbxPA2xR1FAHSZkThGB0yptn5j4XPkda6ZM/s1600/dds6.jpg" height="182" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
Pressing
on the rotary encoder changes the steps – 1KHz/100Hz/10Hz</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivqD4d8RzAbmD72sY94ZYe1M6wcqftjBkz3PCQuG1n4676inOPMJYzkU5vkuzSVAIXvPddsPQPd4GIqpDnQ2NVC-Pe4R44rZfeiFO77p2tTl8ZT6ZIW01z80b5HEEMnut35oKXT53Q1SI/s1600/dds7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivqD4d8RzAbmD72sY94ZYe1M6wcqftjBkz3PCQuG1n4676inOPMJYzkU5vkuzSVAIXvPddsPQPd4GIqpDnQ2NVC-Pe4R44rZfeiFO77p2tTl8ZT6ZIW01z80b5HEEMnut35oKXT53Q1SI/s1600/dds7.jpg" height="182" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
It is
possible to program an IF offset for the VFO if it is to be used in a
transceiver that uses an intermediate frequency. This can be set up
from a setup menu, which is accessed by holding down the encoder
button while powering on the device.</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-IZY-ey-tAKGxpIIs4W0IplKj97kHMtr5wlqmFqmsSTZ40l03WzMOzN4SSB60yTqv_VzlQhY7AJyM6ygZVQRFIikOiFtkm3iHAVq1MNma8kDrjqFulqJiIQaa0hm32RqJCMDP44hb_8/s1600/dds8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB-IZY-ey-tAKGxpIIs4W0IplKj97kHMtr5wlqmFqmsSTZ40l03WzMOzN4SSB60yTqv_VzlQhY7AJyM6ygZVQRFIikOiFtkm3iHAVq1MNma8kDrjqFulqJiIQaa0hm32RqJCMDP44hb_8/s1600/dds8.jpg" height="136" width="320" /></a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
I'd recommend this kit to anyone who is looking for a simple yet very
stable VFO to drive a home brew transceiver or receiver.<br />
<br />
When I built this back in 2013 it was only available as a partial kit , however it is now sold as a complete kit. </div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
I have since built the MST400 ( mark 1 version ) 40m 5w SSB transceiver from OzQRP and used this DDS as its VFO. more details on this to follow . </div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
</div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
For more
information refer to the OZQRP web site here -
<a href="http://www.ozqrp.com/index.html">http://www.ozqrp.com/index.html</a></div>
<div class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-89803361373533314152015-01-01T19:40:00.003+00:002020-12-07T21:21:33.305+00:00Spilsbury and Tindall SBX-11 Portable HF SSB Transceiver<div dir="ltr" style="text-align: left;" trbidi="on">
A few months ago I managed to buy a Spilsbury and Tindall SBX-11 Portable HF SSB Transceiver on eBay. This radio is a piece of Canadian history having been used for arctic and polar communications for over 40 years.<br />
<br />
The SBX-11 is designed to provide 10w SSB on 4 crystal controlled channels in the range of 1.6 to 8 MHz.<br />
It is self contained in a robust water resistant enclosure and is powered by 9 D cells - Alkaline or NiCAD.<br />
<br />
SBX-11<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MUn4LRppIdPgxavd3gPpwec4VJXqrhpXiGsaOdakeK1rSXKwFDwPtxGrqSVRlAGcNwwufVmXRacX9q-CQ10akdMyu_mBcbFyF5ESbSYA86cgdF8VW5QHBXntSDabb_31xrNhkjg_gw4/s1600/IMG_2150.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MUn4LRppIdPgxavd3gPpwec4VJXqrhpXiGsaOdakeK1rSXKwFDwPtxGrqSVRlAGcNwwufVmXRacX9q-CQ10akdMyu_mBcbFyF5ESbSYA86cgdF8VW5QHBXntSDabb_31xrNhkjg_gw4/s1600/IMG_2150.JPG" width="320" /></a></div>
<br />
The top lid of the SBX 11 covers the front panel and the hard wired microphone .<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOY1d0DstkzoheBTTrhNG91G7FVEBzsL0wGjHHIWDefOOP2A0Unvi8_3AH-fkpsdJTeE5RcTj12fl09190f5dfRjZfCUezaU1_7ljJRm2joirwzB99ietAu2DOSShxSFzin8NsiUCuCPg/s1600/IMG_2149.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOY1d0DstkzoheBTTrhNG91G7FVEBzsL0wGjHHIWDefOOP2A0Unvi8_3AH-fkpsdJTeE5RcTj12fl09190f5dfRjZfCUezaU1_7ljJRm2joirwzB99ietAu2DOSShxSFzin8NsiUCuCPg/s1600/IMG_2149.JPG" width="320" /></a></div>
it also contains a set of brief operating instructions -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8e2wu4KDEvDjVCzTesLGzoFGUe61GtK-H9RsB1twUvxX68kK8UIkf6ArUu9hJtGbLNGtD6MptmvarZAr2mp9yjgyTVkNDDEyGnUzffUMI1rSd6mTp31LpbTxAo0cfwhW_3e2jlfHb6Lg/s1600/IMG_2148.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8e2wu4KDEvDjVCzTesLGzoFGUe61GtK-H9RsB1twUvxX68kK8UIkf6ArUu9hJtGbLNGtD6MptmvarZAr2mp9yjgyTVkNDDEyGnUzffUMI1rSd6mTp31LpbTxAo0cfwhW_3e2jlfHb6Lg/s1600/IMG_2148.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdPcnQizQ2Pd_IineBMmYQB-90I7vRYi6NIFrZ-8O7H36g9KnR-YoHh9OUgcJ-Xj1yH0vvOON78bXpZGkRlyZeFjZMbo5J1X_pgMf9v9gFZSW213T62YSTaE84lwr1GRVgUzS19ErYHA/s1600/IMG_2147.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdPcnQizQ2Pd_IineBMmYQB-90I7vRYi6NIFrZ-8O7H36g9KnR-YoHh9OUgcJ-Xj1yH0vvOON78bXpZGkRlyZeFjZMbo5J1X_pgMf9v9gFZSW213T62YSTaE84lwr1GRVgUzS19ErYHA/s1600/IMG_2147.JPG" width="320" /></a></div>
<br />
the top lid clips on to the main body of the set to act as a stand<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG-X-P81pcgnsV8gRgIzkAtI9UDuprHoXI0-fzPLu9xZhxBMYAEs2Zx4IjWaqhyphenhyphenVqLYp7q3zqA9pvBJIMwhnqcb_5Fi0Orl6wGIHxa_Dvdm4lD_E0-uUG-9x7rsV0TDghbNJDe_Ni7rkA/s1600/IMG_2146.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG-X-P81pcgnsV8gRgIzkAtI9UDuprHoXI0-fzPLu9xZhxBMYAEs2Zx4IjWaqhyphenhyphenVqLYp7q3zqA9pvBJIMwhnqcb_5Fi0Orl6wGIHxa_Dvdm4lD_E0-uUG-9x7rsV0TDghbNJDe_Ni7rkA/s1600/IMG_2146.JPG" width="320" /></a></div>
<br />
the bottom lid is the battery compartment which contains 3 tubes each with 3 D cells.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhs-XuIRHaUN6bdPs-DFHatF2nZsLPeLKJvCAOEcYP-4M2JCCinCjMceL9r2viQuJcTzM12L453jULCmopKN_bjnvJtlyR9ur03jsTyygZ-DaXyMg-9SFj_PZUuC9gLzI2Hw53rQ-kk28/s1600/IMG_2151.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhs-XuIRHaUN6bdPs-DFHatF2nZsLPeLKJvCAOEcYP-4M2JCCinCjMceL9r2viQuJcTzM12L453jULCmopKN_bjnvJtlyR9ur03jsTyygZ-DaXyMg-9SFj_PZUuC9gLzI2Hw53rQ-kk28/s1600/IMG_2151.jpg" width="320" /></a></div>
<br />
<br />
My set has already been converted to the amateur bands and has been crystalled for 1918 KHz, 3745 KHz and 7060 KHz on LSB. Each channel requires 2 crystals and 2 coil packs , however there is a modification available for single crystal per channel.<br />
<br />
Internal view showing crystal banks and RX/TX coil packs on right hand side -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN58Whkr6WlKUh3AUXFeCHivjREGdH-M6zb3hx_HsQjEZ6-uKUeI47T127GSYy_CcXlNFEsRpxi3lhSn4jhOBfoNzFYHmKp17pZsq7drqb7Mgz38UbjC1Rym7U0ADnF3CpA_XegM4BzbE/s1600/IMG_2087.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN58Whkr6WlKUh3AUXFeCHivjREGdH-M6zb3hx_HsQjEZ6-uKUeI47T127GSYy_CcXlNFEsRpxi3lhSn4jhOBfoNzFYHmKp17pZsq7drqb7Mgz38UbjC1Rym7U0ADnF3CpA_XegM4BzbE/s1600/IMG_2087.jpg" width="320" /></a></div>
<br />
<br />
As the set is crystal bound I hadn't much luck in making any contacts on it , however today was the IRTS 80m counties contest so I decided to try it out on 3.745MHz and I was able to make 4 contacts - EI2KA ( Cork) , EI9DZ ( Leitrim) EI8JN ( Galway) and EI8HL ( Waterford).<br />
<br />
I was thinking about adding a DDS VFO to this set, however I think I will keep it in its original condition . Might try and add a 60m channel to the 4th position if I can get a suitable coil pack.<br />
<br />
For more information on the SBX-11 see <a href="http://www.matthewkendall.com/electronics/sbx-11a" target="_blank">here</a> .<br />
VA7BC has posted an interesting video of the SBX-11 in use <a href="https://www.youtube.com/watch?v=Q98vCSNa6d4" target="_blank">here</a>.<br />
<br />see also SBX-11 group here - <a href="https://groups.io/g/SpilsburySBX11/ ">https://groups.io/g/SpilsburySBX11/ </a></div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com5tag:blogger.com,1999:blog-1658072461718751930.post-76151518966238045742014-12-21T17:51:00.000+00:002014-12-21T17:51:09.932+00:00Component Tester<div dir="ltr" style="text-align: left;" trbidi="on">
I recently came across a low-cost component tester on eBay - see eBay item 361094470192.<br />
<br />
For about €20 including shipping it looked like a useful piece of equipment as it is capable of testing and measuring both Bipolar and FET transistors, Capacitors ( including ESR measurement ) , resistors , inductors and diodes.<br />
<br />
I ordered one and it took about 3 weeks to arrive from Hong Kong. <br />
<br />
this is not a detailed review , just a few photos of the device testing a few random components.<br />
<br />
The tester is powered by a 9v battery and powers up to the following splash-screen -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjalvErz6T2KStZLsvuT321xXUkPSTJ5Erq9Q4F5xUxsfvyhS7OzVQnKOLrXQ7IrSx4QuoU9mHN9Uobl2mY2oBXwFHnuse6qkZXRmNw-YaN42RUf83w7hbfl1Oc9TrGQD6O4W3aofoPs3M/s1600/image_1.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjalvErz6T2KStZLsvuT321xXUkPSTJ5Erq9Q4F5xUxsfvyhS7OzVQnKOLrXQ7IrSx4QuoU9mHN9Uobl2mY2oBXwFHnuse6qkZXRmNw-YaN42RUf83w7hbfl1Oc9TrGQD6O4W3aofoPs3M/s1600/image_1.jpeg" /></a></div>
<br />
<br />
<br />
First I plugged in a bipolar NPN transistor into the ZIF socket and pressed the 'test' button .<br />
It identified it correctly and indicated which pins on the ZIF socket corresponded to the emitter , base and collector. It also displayed the hFE and forward voltage measurements for the device.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh20V6sUboki1HBZoq1noYg7eihS6elH7rtX1CBKP-cbVwAQi736V7eGFMD5u7sWzg1L-FjwQCRb3DgFaO52UUluqrC9c8FiW0LdDem88tihOFPt6ZUeTZ_wtkKCwW0KY70F8_XTcKE9fM/s1600/image.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh20V6sUboki1HBZoq1noYg7eihS6elH7rtX1CBKP-cbVwAQi736V7eGFMD5u7sWzg1L-FjwQCRb3DgFaO52UUluqrC9c8FiW0LdDem88tihOFPt6ZUeTZ_wtkKCwW0KY70F8_XTcKE9fM/s1600/image.jpeg" /></a></div>
<br />
<br />
<br />
Next I tried an IRF510 MOSFET -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfgirXDqXmiqtmQDyYO9GImlhSVMUwdMdiASrSHnK9KxsUGqii4h9CZOAY4irhQH3ijkKqm5f-Mkhkyq3mSywHgZsidxzHbTwvkBdFK7k1laU5xZvwDv1tGcSJRINX-UjvqxdppdW7jrY/s1600/image_14.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfgirXDqXmiqtmQDyYO9GImlhSVMUwdMdiASrSHnK9KxsUGqii4h9CZOAY4irhQH3ijkKqm5f-Mkhkyq3mSywHgZsidxzHbTwvkBdFK7k1laU5xZvwDv1tGcSJRINX-UjvqxdppdW7jrY/s1600/image_14.jpeg" /></a></div>
<br />
<br />
<br />
A 100 uF electrolytic capacitor -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMawiOmEeltB-04pbAajtPg-nCUf8lQt9hF1rlIVvd6NwAAor1rBtGLtQlyfzUlzd_a3xEEvPT8ignnxCjhM_dT4h9kFk9qb7X0Ti1jQXt3Xl1JSsH9wimm31Dd4YhrPTxCibmuX9IyuU/s1600/image_8.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMawiOmEeltB-04pbAajtPg-nCUf8lQt9hF1rlIVvd6NwAAor1rBtGLtQlyfzUlzd_a3xEEvPT8ignnxCjhM_dT4h9kFk9qb7X0Ti1jQXt3Xl1JSsH9wimm31Dd4YhrPTxCibmuX9IyuU/s1600/image_8.jpeg" /></a></div>
<br />
<br />
An inductor wound on a ferrite toroid core -<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf8SUQ5lod5Crwfx6cib2GFsCCiyJakRQdQx1TnCnNM_25QPC5l86nlzatfqYTUctn7yKgTg-hqAHDI7ijsxBjI25tvGhx4Y5GbILNkLe0fBQMtDsHKNpCaCFQYxbejzDpCUnzx8IcPa4/s1600/image_11.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf8SUQ5lod5Crwfx6cib2GFsCCiyJakRQdQx1TnCnNM_25QPC5l86nlzatfqYTUctn7yKgTg-hqAHDI7ijsxBjI25tvGhx4Y5GbILNkLe0fBQMtDsHKNpCaCFQYxbejzDpCUnzx8IcPa4/s1600/image_11.jpeg" /></a></div>
<br />
A 6.8k resistor -<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6zuE0wy9E1JS4O6eGEXnGEC1tfx_4ndcCJO6RQXGBsH3x1GihybJH0ApqVtNy0U2jAFSm0moYcGq43JeLK0MWYgKMD2c8X7y1sxsnvpuD00S1X9Axj0gQ-ISGu0YBz97NbTxpJ4ruRco/s1600/image_10.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6zuE0wy9E1JS4O6eGEXnGEC1tfx_4ndcCJO6RQXGBsH3x1GihybJH0ApqVtNy0U2jAFSm0moYcGq43JeLK0MWYgKMD2c8X7y1sxsnvpuD00S1X9Axj0gQ-ISGu0YBz97NbTxpJ4ruRco/s1600/image_10.jpeg" /></a></div>
<br />
A 10 nF capacitor -<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlowT5utC9NZCddjCghSPn1a1GSn_L8Oqg2tFFIjvk-3wpl8NSDgBd6h-yMf0r-fhsvjLiy-b_mxlhSik5JgkauqpORH1J37hRw-QINYS2Rh-bjVnFD3B8niQhM25rQRfWEO0kwKY6cHA/s1600/image_6.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlowT5utC9NZCddjCghSPn1a1GSn_L8Oqg2tFFIjvk-3wpl8NSDgBd6h-yMf0r-fhsvjLiy-b_mxlhSik5JgkauqpORH1J37hRw-QINYS2Rh-bjVnFD3B8niQhM25rQRfWEO0kwKY6cHA/s1600/image_6.jpeg" /></a></div>
<br />
<br />
quite a useful device for €20 !</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-41644614835063714622014-08-14T20:56:00.001+01:002014-08-14T20:56:07.818+01:00Clansman PRC-351 - removing the 150Hz tone<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The Clansman PRC-351 is a military VHF <span class="SpellE">manpack</span> set that was manufactured for the British army in the late <span class="GramE">1970s .</span> It is fully synthesized and covers 30MHz to 76MHz in 25KHz steps, so it is suitable for use on the amateur 6m and 4m bands.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Power output is about 4 watts of FM, however an optional 20w clip on amplifier is also available which increases this to <span class="GramE">20w .</span></span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">With the British Army’s move to the newer Bowman series of radios, many older Clansman series radios are becoming available on the surplus market at reasonable prices. I picked one up for less than €50 although I then had to spend a further €20 on a 24v/1Ah battery and €15 on a clansman headset.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The complete set is shown below –</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP6lWl8Uc0fmpJyaMLrKfw6dkf07VTjjPyQZc1CBWx7m73k_5FTi5IHSAgzmBxFXWpvWVLpdH50CHjIABXxbubviKRz6wwCsTEiEGaYZwy25tVsmqt7HgbMMhG0Ykpo0dwEx4xRUwQ28Q/s1600/prc351_1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP6lWl8Uc0fmpJyaMLrKfw6dkf07VTjjPyQZc1CBWx7m73k_5FTi5IHSAgzmBxFXWpvWVLpdH50CHjIABXxbubviKRz6wwCsTEiEGaYZwy25tVsmqt7HgbMMhG0Ykpo0dwEx4xRUwQ28Q/s1600/prc351_1.png" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
</div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">As the radio has a BNC socket in addition to its 1.2M whip <span class="GramE">antenna ,</span> I was able to connect it to an external 4m half wave antenna and was able to make a couple of contacts on 4m to <span class="SpellE">Artur</span> EI7GMB and Michael EI3GYB - distances of 15KM and 40KM respectively – not bad for 4w out.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Unfortunately due to the set’s 25KHz channel spacing it does not cover the Irish 4m calling frequency of 70.2625MHz, so I needed to set up contacts on another 4m radio first then QSY to a 25KHz spaced channel to make a contact.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Both <span class="SpellE">Artur</span> and Michael commented on the loud 150Hz tone present on the transmitted audio of the PRC-351. This is due to the military tone squelch used by US and UK military radios.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB"> </span> </div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">A <span class="SpellE">google</span> search lead to the PRC-351 Yahoo group which had a note on how to disable the tone squelch.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The process is as follows –</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRZTVP32NkwAFAp4N3W5b7PBQkXQ8BBe5GZZFfxQvmkzqxC6mojrvm_auOQfme_7MJAO4PL9MUEK9OR6fZAG2lQ9gCu_PGLb3P7rZ_Ll43ZVo-Yic-wS_WL8tsQ3GKlKRppbGO3YEIfIA/s1600/prc351_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRZTVP32NkwAFAp4N3W5b7PBQkXQ8BBe5GZZFfxQvmkzqxC6mojrvm_auOQfme_7MJAO4PL9MUEK9OR6fZAG2lQ9gCu_PGLb3P7rZ_Ll43ZVo-Yic-wS_WL8tsQ3GKlKRppbGO3YEIfIA/s1600/prc351_2.png" /></a></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB"><br /></span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span lang="EN-GB">-<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span lang="EN-GB">Disconnect the battery, antenna and audio accessories.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span lang="EN-GB">-<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span lang="EN-GB">Open the 4 Allen bolts on the side of the set containing the audio sockets</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUEU8r1J41C22HqlEA4_3FxrpYbBeX_4Xqgp8Zs-datrZaDbUofBXbTOzxgp_mJEgItJzuJPbiBnUBUKd4cWCWsC2hRQwUv_n5v46IJv9R57VyMRL8u6MStcqaXAQuiOFPq2CaHD5pq9c/s1600/prc351_3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUEU8r1J41C22HqlEA4_3FxrpYbBeX_4Xqgp8Zs-datrZaDbUofBXbTOzxgp_mJEgItJzuJPbiBnUBUKd4cWCWsC2hRQwUv_n5v46IJv9R57VyMRL8u6MStcqaXAQuiOFPq2CaHD5pq9c/s1600/prc351_3.png" /></a></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span lang="EN-GB">-<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span lang="EN-GB">Carefully remove the end panel of the radio – it is connected to the main radio body by a fragile ribbon cable</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEictU6IZVv4hU396DaEf53z79h9i-jWLPsyTSGLtOIoW0dck-hxzyKeDsloq-UXSmuBGdYr8easQ0jDA6IZfjJTXgrxK-e1FqBjTz7TBTgRjyZnbBKxcojFXaoqm9puWkhuoLj2CZJM2uw/s1600/prc351_4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEictU6IZVv4hU396DaEf53z79h9i-jWLPsyTSGLtOIoW0dck-hxzyKeDsloq-UXSmuBGdYr8easQ0jDA6IZfjJTXgrxK-e1FqBjTz7TBTgRjyZnbBKxcojFXaoqm9puWkhuoLj2CZJM2uw/s1600/prc351_4.png" /></a></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span lang="EN-GB"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span lang="EN-GB">-<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span class="GramE"><span lang="EN-GB">remove</span></span><span lang="EN-GB"> the connector joining the end panel to the radio.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span lang="EN-GB">-<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span lang="EN-GB"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgToKpEav2RTIAoBSHMMZ4lEB6m0Q3o_jGwccD5LeWYQ0URm3QK0Hssc3AxKumUPViVu81FbNjuqXxfngUHWRYbW8sbHwOmXkeaZBWppnl5mGJGZhUAhJ1on3ho0lfwQl0RfFkGnw3VB1Y/s1600/prc351_5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgToKpEav2RTIAoBSHMMZ4lEB6m0Q3o_jGwccD5LeWYQ0URm3QK0Hssc3AxKumUPViVu81FbNjuqXxfngUHWRYbW8sbHwOmXkeaZBWppnl5mGJGZhUAhJ1on3ho0lfwQl0RfFkGnw3VB1Y/s1600/prc351_5.png" /></a></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span class="GramE"><span lang="EN-GB">remove</span></span><span lang="EN-GB"> the 4 Allen bolts on the control panel and slide the radio out of its housing .</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span lang="EN-GB"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCWAG7GgZM9_mpI2SX_RIOsifenkKJ4PO2rKMp-SZXiaRSbbFE7V1Io_avRit2vmK-pJfQ2KwDlB5T8hIR4xNUMLddKdSVV-01SVWPvFqVYrqxrRTKDFyrTmPZrmyP0ZYgBiCV9VpCSq8/s1600/prc351_6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCWAG7GgZM9_mpI2SX_RIOsifenkKJ4PO2rKMp-SZXiaRSbbFE7V1Io_avRit2vmK-pJfQ2KwDlB5T8hIR4xNUMLddKdSVV-01SVWPvFqVYrqxrRTKDFyrTmPZrmyP0ZYgBiCV9VpCSq8/s1600/prc351_6.png" /></a></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span lang="EN-GB"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span lang="EN-GB">Locate R9 on module 13 – this is the <span class="SpellE">preset</span> resistor that adjusts the level of the 150Hz tone.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEP0I0Y-Wm3yxMzol8b90sqzVHEAOqPJX30cqpPQD4cqer9q8Dh2RDVHHc_Lxkmhhy2JnQ8LKrGqwy4Zuyu7RqlmbRfLOB_PPdNnsT4MK9ztUHTfhZ3216oW3-s4qrTMfF15gBq4NSoIU/s1600/prc351_9.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEP0I0Y-Wm3yxMzol8b90sqzVHEAOqPJX30cqpPQD4cqer9q8Dh2RDVHHc_Lxkmhhy2JnQ8LKrGqwy4Zuyu7RqlmbRfLOB_PPdNnsT4MK9ztUHTfhZ3216oW3-s4qrTMfF15gBq4NSoIU/s1600/prc351_9.png" /></a></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span class="GramE"><span lang="EN-GB">turn</span></span><span lang="EN-GB"> this pot fully anti-clockwise</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span lang="EN-GB">Re-assemble the set and you are done. Watch out for the drying agent sachets included in the case to protect it from condensation</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBeX3cbvenB7cAgT-JeYp5mvKOlnFPe32LpC3dBMca3oCLOplu7uZKzjxTUz_Me_rxfjSfvRnP-hSE8QM6KmFJBIF07fmmyBq3WOBv9MZRMRf8SBQB25RpVoSJU8l1IgzK_N1mRVOV0Iw/s1600/prc351_10.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBeX3cbvenB7cAgT-JeYp5mvKOlnFPe32LpC3dBMca3oCLOplu7uZKzjxTUz_Me_rxfjSfvRnP-hSE8QM6KmFJBIF07fmmyBq3WOBv9MZRMRf8SBQB25RpVoSJU8l1IgzK_N1mRVOV0Iw/s1600/prc351_10.png" /></a></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span lang="EN-GB">After this simple adjustment <span class="SpellE">Artur</span> confirmed that the 150Hz tone was gone and the transmitted audio sounded much better.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span lang="EN-GB">More information on this interesting radio is available on the VMARS web site - here</span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span style="font-family: Georgia; font-size: 13pt;"> </span><span lang="EN-GB"><a href="http://www.vmarsmanuals.co.uk/newsletter_articles/prc351pt1.pdf"><span lang="EN-US" style="color: #154ea1; font-family: Verdana; font-size: 13pt;">http://www.vmarsmanuals.co.uk/newsletter_articles/prc351pt1.pdf</span></a></span><span style="font-family: Georgia; font-size: 13pt;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<span style="font-family: Georgia; font-size: 13pt;"> </span><span lang="EN-GB"><a href="http://www.vmarsmanuals.co.uk/newsletter_articles/prc351pt2.pdf"><span lang="EN-US" style="color: #154ea1; font-family: Verdana; font-size: 13pt;">http://www.vmarsmanuals.co.uk/newsletter_articles/prc351pt2.pdf</span></a></span><span style="font-family: Georgia; font-size: 13pt;"> </span></div>
<div class="MsoListParagraphCxSpLast" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-51523977232478131682014-08-14T20:43:00.002+01:002014-08-14T20:43:29.042+01:00MKARS 80 QRP SSB Transceiver for 80m <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">MKARS80</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSqMLIlFZ-CdNb43Sb9QGPWhDDJHqorT9nlqAWjZBoZGLnA9vreX5DJOPAH-BBGh9gQ_qPgf9Uwx4okH6vHeMADylu_0B5vssMOW_i8hfC2ROUJgAa2OBG_NUvE2ab-iEZksQJOv5vA8E/s1600/mkars1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSqMLIlFZ-CdNb43Sb9QGPWhDDJHqorT9nlqAWjZBoZGLnA9vreX5DJOPAH-BBGh9gQ_qPgf9Uwx4okH6vHeMADylu_0B5vssMOW_i8hfC2ROUJgAa2OBG_NUvE2ab-iEZksQJOv5vA8E/s1600/mkars1.png" height="240" width="320" /></a></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The MKARS80 is a QRP 80m SSB transceiver kit developed and produced by Steve Drury (G6ALU). The design is derived from the BITX20 transceiver but with the added refinement of an LCD frequency display and ‘Huff and Puff’ frequency stabilization of the VFO. The name MKARS80 is derived from the Milton Keynes Amateur Radio Society of which Steve is a member.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The MKARS80 provides the following features –</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<ul style="margin-bottom: 0cm;" type="disc">
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Full 80M LSB coverage (3.5 - 3.8MHz)</span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">~ 5 Watts output power</span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Single conversion <span class="SpellE">superhet</span> with 4 pole crystal filter</span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Frequency display with "Huff and Puff" circuit for <span class="SpellE">stabilisation</span></span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Modulation monitor - helps stop over modulation</span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Volt meter - useful for battery operation</span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Reverse polarity protection (fuse protected)</span><span style="font-family: Times; font-size: 10pt;"><o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Supply voltage 10 to 16v<o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Current consumption – 120mA (RX) 1.2 A (TX)<o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Microphone – low cost electret<o:p></o:p></span></li>
<li class="MsoNormal" style="font-family: Cambria; font-size: 12pt; margin: 0cm 0cm 0.0001pt;"><span style="font-family: Times;">Speaker – 8 Ohm<o:p></o:p></span></li>
</ul>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">A full kit of parts for the MKARS80 is available from <a href="http://www.radio-kits.co.uk/mkars80page.html" style="color: purple;">http://www.radio-kits.co.uk/mkars80page.html</a> for only £62 including an undrilled case and P&P to Ireland. This is excellent value for money considering the quality of the kit.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The PCB is a high quality plated through hole, silk-screened fibreglass, and all components apart from speaker and microphone are included in the kit. </span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Source code for the PIC microcontroller is also available to download should anyone want to customize <span class="GramE">their</span> MKARS80 firmware.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Construction should be possible in a couple of evenings however I probably spent about 15 hours on construction over a number of weeks. The build instructions are very well written and easy to follow. There is also an active Yahoo group for MKARS80 constructors here <span class="GramE">- </span><a href="http://uk.groups.yahoo.com/group/mkars80/" style="color: purple;">http://uk.groups.yahoo.com/group/mkars80/</a>. Steve the designer of the kit monitors this group and is very quick to respond with advice to any constructors that run in to problems. </span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">I had a couple of minor problems in constructing the kit – I installed the LM7805 voltage regulator with the incorrect orientation. Luckily I measured voltages at the various test points as described in the construction manual prior to installing the PIC and the <span class="GramE">LCD ,</span> so I was able to resolve the problem before installing the sensitive devices. Due to the plated through <span class="GramE">hole</span> PCB I found it quite difficult to <span class="SpellE">desolder</span> the incorrectly installed voltage regulator and I ended up lifting some of the pads. In the end I resorted to the ugly hack of installing the voltage regulator on the solder side of the PCB rather than on the component side. Not pretty, but it works.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">I would recommend <span class="GramE">double checking</span> the orientation of all semiconductors before soldering them.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The second problem I had was that I found the receiver to be very insensitive when doing some initial running around on 80m – I could barely hear a station that was booming in on my main transceiver. This problem turned out to be due to a badly soldered joint on one of the <span class="SpellE">toroids</span> in the output low pass filter (also used on RX<span class="GramE">) .</span> It can be difficult to get a good joint on the enamel-coated wire used for winding the <span class="SpellE"><span class="GramE">toroids</span></span><span class="GramE"> ,</span> even if you scrape and pre-tin them before installation. I would recommend checking continuity of the solder joints after you install them.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Eventually I had a fully populated, tested PCB –</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5JAKZY3VHfn0koQ_f8hasg2owavqe4Y7CKMn4XXkcHXK5NBaDNxKBHq8Mt1UE06xvu-pPugEYaMInew8sGtn9DES_todFALA0AdjgC40FIoO8S35Z7ZM1F6FmDGT8_hhhJ3ZtAEKX9D4/s1600/mkars2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5JAKZY3VHfn0koQ_f8hasg2owavqe4Y7CKMn4XXkcHXK5NBaDNxKBHq8Mt1UE06xvu-pPugEYaMInew8sGtn9DES_todFALA0AdjgC40FIoO8S35Z7ZM1F6FmDGT8_hhhJ3ZtAEKX9D4/s1600/mkars2.png" height="239" width="320" /></a></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">PCB – Component side</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKBie-I_7Ppn2MctP3JbprcghL0nHMLseX3O5XYfclf2Kbh4nNowfsYvzaK_oQqFzjDs0lYnChtUOSvsGeAN4CPSpaYxzpQvrbzUj6up5RYVQEyIij1FgF54VJx9auTZkauU4F3xSRZho/s1600/mkars3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKBie-I_7Ppn2MctP3JbprcghL0nHMLseX3O5XYfclf2Kbh4nNowfsYvzaK_oQqFzjDs0lYnChtUOSvsGeAN4CPSpaYxzpQvrbzUj6up5RYVQEyIij1FgF54VJx9auTZkauU4F3xSRZho/s1600/mkars3.png" height="226" width="320" /></a></div>
<br />
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB"><br /></span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
</div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">PCB – solder side</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">After completing the electronics side of things I needed to do some metal bashing as the supplied aluminium case is not pre-drilled. There is a drilling template available for download from the radio-kits.co.uk site. Make sure you check that your printer is not scaling the template down in size when you print it - I found that the first time I printed it <span class="GramE">out,</span> acrobat reader was scaling it back to 95% of its original size. <span class="GramE">Double check that the measurements are right before you start to cut.</span></span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
</div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEcVojzhD1l4MxfsHYZvNHASQDhBKsOJZOHnbo8BejvKG1NB55VkJ7m8o8I2bnUrl1UFCt0CvmQuJk_HW9VqJ2BBiWItQHmtvEX4sX3n1GsGDmgML7P4nqHJZOLRjTrcG-lAMSGWybulI/s1600/mkars4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEcVojzhD1l4MxfsHYZvNHASQDhBKsOJZOHnbo8BejvKG1NB55VkJ7m8o8I2bnUrl1UFCt0CvmQuJk_HW9VqJ2BBiWItQHmtvEX4sX3n1GsGDmgML7P4nqHJZOLRjTrcG-lAMSGWybulI/s1600/mkars4.png" height="240" width="320" /></a></div>
<br />
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The round holes were easy enough to drill – start with a small drill bit to make a pilot hole and then step up to a larger size. A small needle file was used to de-burr the holes after drilling.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">The rectangular slot for the LCD was more time consuming – I needed to drill a series of small holes just inside the line of the template. This was then filed down to produce a smooth edge.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG7zapiUenTvlRio45XMksfe3PHz6oCZv7z461X32rwSqOViwONK37D6RTClJRVnIZZF9uyeMfiYAPkP3_V0T15v0Dm9ymULSfTO31Q0wmR-laUL6QY1av8a1VUg9rIYGDnBjOm9IZ918/s1600/mkars6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG7zapiUenTvlRio45XMksfe3PHz6oCZv7z461X32rwSqOViwONK37D6RTClJRVnIZZF9uyeMfiYAPkP3_V0T15v0Dm9ymULSfTO31Q0wmR-laUL6QY1av8a1VUg9rIYGDnBjOm9IZ918/s1600/mkars6.png" height="240" width="320" /></a></div>
<br />
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">After boxing it up I needed to provide a speaker and microphone. A <span class="GramE">standard set</span> of PC headphones was used for the speaker and for a microphone I used an old PMR <span class="SpellE">mic</span> from the junk box after removing the dynamic insert and replacing it with a cheap electret <span class="SpellE">mic</span> insert.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
</div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
This radio performed well and allowed me to make many contacts throughout Ireland and Europe. In particular it worked well in the 2012 IRTS 80m counties contest with > 20 contacts made in an hour. </div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<span lang="EN-GB">Overall I can highly recommend this kit for anyone looking for an interesting home construction project without having to source all the components <span class="GramE">yourself</span>.</span></div>
<div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;">
<br /></div>
</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0tag:blogger.com,1999:blog-1658072461718751930.post-89849692291308844832014-08-13T20:58:00.001+01:002014-08-13T20:58:39.059+01:00New Galway VHF group blog<div dir="ltr" style="text-align: left;" trbidi="on">
There is a new blog for the Galway VHF group <a href="http://galwayvhfgroup.blogspot.ie/">here</a> which provides some information on our upcoming projects which include a new 70cm repeater , a 4m echolink gateway and an APRS iGate.</div>
Andrewhttp://www.blogger.com/profile/01641304339085931376noreply@blogger.com0