tag:blogger.com,1999:blog-25711616896398965192024-03-13T03:49:31.341+01:00EA4FSV - Un chalado más con una radioBlog creado unicamente para compartir mis locuras con el mundo.EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-2571161689639896519.post-25647343611914181222016-11-10T00:52:00.000+01:002016-11-10T01:06:32.835+01:00Probando el Kit WSPR Ultimate3s de QRP-Labs<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;">Hola amigos.</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;">En esta entrada os quiero enseñar mi último juguete, se
trata del “Ultimate3S QRSS/WSPR Transmitter Kit”. Un transmisor en kit que nos
permite montar nuestra propia “baliza” y lo pongo entre comillas ya que no es
una baliza en sí misma.</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;">Los modos soportados por esta maravilla son:</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><b><u><span lang="EN-US" style="font-size: 12.0pt;">The kit supports the
following modes:</span></u></b></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><span lang="EN-US" style="font-size: 12.0pt;">- QRSS mode (plain on/off
keyed slow CW)<br />
- FSK/CW mode (frequency shift keyed slow CW)<br />
- DFCW mode (dual frequency CW)<br />
- WSPR mode (Weak Signal Propagation Reporter)<br />
- WSPR-15 experimental WSPR mode with 15-minute frames<br />
- Opera modes (8 speeds)<br />
- PI4 beacon mode<br />
- JT9 modes (5 speeds)<br />
- Slow-Hellschreiber (frequency shifted slow-Hell) <br />
- Full-speed Hellshreiber<br />
- Half-speed ("DX") Hellshreiber<br />
- CW (plain CW)<br />
- FSK (0-999Hz shift, fast-speed FSK CW)<br />
- Customisable FSK patterns<br />
- manually-keyed CW/FSK transmitter<br />
- JT65 modes<br />
- ISCAT-A and B</span></span></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: inherit;"><span style="font-family: inherit;"><b><u><span lang="EN-US" style="font-size: 12.0pt;">Other features:</span></u></b></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><span lang="EN-US" style="font-size: 12.0pt;">- </span><span style="font-size: 12.0pt;"><a href="http://qrp-labs.com/synth" target="_blank"><span lang="EN-US" style="mso-ansi-language: EN-US;">Si5351A
synthesised</span></a></span><span lang="EN-US" style="font-size: 12.0pt;"> output frequency (no SMD
soldering!)<br />
- Plug-in low pass filter boards (available for 10 HF and 2 LF bands)<br />
- 2-row by 16-character blue back-lit LCD + two-button user interface<br />
- User-programmable settings stored in EEPROM<br />
- GPS interface, for frequency lock, timing and location information<br />
- On-chip generation of WSPR encoded message (no PC required)<br />
- WSPR maidenhead locator from GPS-derived latitude/longitude<br />
- Selectable “frame” size, for stacked QRSS reception<br />
- Plain CW callsign identifier at selectable interval<br />
- Produces 250mW RF output on 30m (lower output on higher bands)<br />
- Higher power with more PA transistors and/or higher PA supply voltage</span></span></span></div>
</td>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;">Pero ojo, <b style="mso-bidi-font-weight: normal;"><u>el kit
emite mensajes pregrabados, no es posible hacer QSO</u></b> en JT65 por
ejemplo. Esto no quiere decir que no sea un proyecto digno de montar, al
contrario, se aprende muchísimo sobre propagación y antenas gracias a la
posibilidad de ver los reportes de tus transmisiones WSPR vía internet (<a href="http://www.wsprnet.org/">www.<b> wspr</b>net.org</a><cite><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">).</span></cite></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;">Lo bonito de este modo (WSPR) es que pueden decodificar tu
señal incluso con -32 de SNR, por lo que con muy poca potencia se pueden copiar
señales muy muy lejanas y que no podríamos decodificar con ningún otro modo
digital, no digamos ya el mismo contacto en fonia. Existe muchísima información
y muy completa por la red donde explican las bondades de este modo, es por esto
que voy a centrarme en mi experiencia con el kit, en lugar de hacerlo en los
detalles del modo. Para más información podéis descargar la guía escrita por EA4ETR
(<a href="http://www.ea1uro.com/pdf/Guia%20Rapida%20WSPR%20V.2%20(por%20EA4ETR).pdf">guía</a>).</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;">Bueno, empecemos con algunas fotos de lo que recibimos en
casa cuando nos llega el kit</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><a href="http://4.bp.blogspot.com/-Svjegj4DiAw/WCOXIYBl2rI/AAAAAAAAAcA/5GxIXhngtDcNPjFTc46KdItAfxjF8TZMwCK4B/s1600/20161025_143333.jpg" imageanchor="1"><img border="0" height="320" src="https://4.bp.blogspot.com/-Svjegj4DiAw/WCOXIYBl2rI/AAAAAAAAAcA/5GxIXhngtDcNPjFTc46KdItAfxjF8TZMwCK4B/s320/20161025_143333.jpg" width="180" /></a><a href="http://1.bp.blogspot.com/-a4h0ubbFQbs/WCOXPATPAfI/AAAAAAAAAcI/W27T3uHpIcUxgxOTsvrhLGBI_h2qHXj-wCK4B/s1600/IMG_v72pxp.jpg" imageanchor="1"><img border="0" height="320" src="https://1.bp.blogspot.com/-a4h0ubbFQbs/WCOXPATPAfI/AAAAAAAAAcI/W27T3uHpIcUxgxOTsvrhLGBI_h2qHXj-wCK4B/s320/IMG_v72pxp.jpg" width="244" /></a> </span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="mso-fareast-language: ES; mso-no-proof: yes;">Unas
cuantas fotos del montaje</span></span></span></div>
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<span style="font-family: inherit;"><a href="http://1.bp.blogspot.com/-0ZrdBQ9WfGk/WCOZST7W4sI/AAAAAAAAAcs/FkCzo-T-9f0oaOtKQlzXzRN7GwmysGC_wCK4B/s1600/20161025_221434.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://1.bp.blogspot.com/-0ZrdBQ9WfGk/WCOZST7W4sI/AAAAAAAAAcs/FkCzo-T-9f0oaOtKQlzXzRN7GwmysGC_wCK4B/s320/20161025_221434.jpg" width="320" /></a><a href="http://1.bp.blogspot.com/-_q5ZnQ-eibU/WCObA9TkfAI/AAAAAAAAAdg/PBzE43UTsI4mUejowvr6X2xPcnb8UbIUgCK4B/s1600/20161025_222242.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="121" src="https://1.bp.blogspot.com/-_q5ZnQ-eibU/WCObA9TkfAI/AAAAAAAAAdg/PBzE43UTsI4mUejowvr6X2xPcnb8UbIUgCK4B/s200/20161025_222242.jpg" width="200" /></a></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><a href="http://4.bp.blogspot.com/--laAPWcM-68/WCOZOfmpFGI/AAAAAAAAAck/qIWwvAyOhxgKkjQuYkDAHlpZdpr4ID06wCK4B/s1600/IMG_-ihgeno.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="178" src="https://4.bp.blogspot.com/--laAPWcM-68/WCOZOfmpFGI/AAAAAAAAAck/qIWwvAyOhxgKkjQuYkDAHlpZdpr4ID06wCK4B/s200/IMG_-ihgeno.jpg" width="200" /></a><a href="http://3.bp.blogspot.com/-47ci3KqaGy0/WCOZds-TZFI/AAAAAAAAAc8/fADQmoFG8FQD2Mr-_o4xqmqEGbFGnCAvQCK4B/s1600/IMG_-y2uyea.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="136" src="https://3.bp.blogspot.com/-47ci3KqaGy0/WCOZds-TZFI/AAAAAAAAAc8/fADQmoFG8FQD2Mr-_o4xqmqEGbFGnCAvQCK4B/s320/IMG_-y2uyea.jpg" width="320" /></a></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;">En mi caso, he pedido además del kit con el filtro de 14Mhz,
el modulo GPS y otro filtro para 7Mhz. El GPS nos ayudará mucho con la
estabilidad de la frecuencia y con la sincronización de la hora, muy importante
en el modo WSPR.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Otro punto positivo es que el kit se alimenta con 5v, por lo
que podemos usar un power bank USB para darle vida. Yo utilizo uno de 10000mA y
dura casi 2 días 24h encendido. Si necesitamos alimentarlo con tensiones
superiores es muy fácil montarle un regulador a 5v.</span></span></div>
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span>
<br />
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Foto del kit montado y listo para funcionar. No podía faltar mi cutre-montaje, una caja de galletas forrada con vinilo "carbon look" :-D </span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<span style="font-family: inherit;"><span style="font-family: inherit;"> <a href="http://2.bp.blogspot.com/-xwM2Lk-QzI8/WCOde_HJarI/AAAAAAAAAeA/jMQBcwBiCR03QDWxzh8lgOlfXwCUxhjjgCK4B/s1600/20161028_020321.jpg" imageanchor="1"><img border="0" height="320" src="https://2.bp.blogspot.com/-xwM2Lk-QzI8/WCOde_HJarI/AAAAAAAAAeA/jMQBcwBiCR03QDWxzh8lgOlfXwCUxhjjgCK4B/s320/20161028_020321.jpg" width="228" /></a></span></span><br />
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<span style="font-family: inherit;"><span style="font-family: inherit;">De origen, la potencia de este kit es de unos 200mW, parece
muy poco pero os aseguro como veis en estas capturas, que es suficiente para que
nuestra señal recorra 15000km y sea decodificada en la otra punta del planeta
;-)</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Si decides que necesitas more power, solo debes instalar un
par de BS170 mas, para lo que el pcb viene preparado y aumentar la tensión de alimentación
del PA a 12v (OJO, corta el puente que alimenta con 5v o quemarás el kit). Con
esto salimos aprox. con 5W.</span></span></div>
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Unas muestras de lo que podemos conseguir con 200mW:</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">En 40m distintos días:</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><a href="http://1.bp.blogspot.com/-lCrjqIOwp94/WCOfrulpCpI/AAAAAAAAAeM/7a4ZwO9RoSYKt63B3Jd0oiCljYkP-lwTwCK4B/s1600/40nz2.jpg" imageanchor="1"><img border="0" height="320" src="https://1.bp.blogspot.com/-lCrjqIOwp94/WCOfrulpCpI/AAAAAAAAAeM/7a4ZwO9RoSYKt63B3Jd0oiCljYkP-lwTwCK4B/s320/40nz2.jpg" width="316" /></a><a href="http://1.bp.blogspot.com/-JzLtSCFUXiw/WCOfr0ls7_I/AAAAAAAAAeU/Bh4lyK3BzQcO3lJ5ox4xeELUtepxS5l3wCK4B/s1600/40.jpg" imageanchor="1"><img border="0" height="219" src="https://1.bp.blogspot.com/-JzLtSCFUXiw/WCOfr0ls7_I/AAAAAAAAAeU/Bh4lyK3BzQcO3lJ5ox4xeELUtepxS5l3wCK4B/s320/40.jpg" width="320" /></a></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><a href="http://3.bp.blogspot.com/-UKLbFdM21zw/WCOfsBjJCCI/AAAAAAAAAec/1qSitTJrJVcNOIgjKxmIz_UYBt_-EX-swCK4B/s1600/40nz.jpg" imageanchor="1"><img alt="" height="182" 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" width="320" /><img border="0" height="145" src="https://3.bp.blogspot.com/-UKLbFdM21zw/WCOfsBjJCCI/AAAAAAAAAec/1qSitTJrJVcNOIgjKxmIz_UYBt_-EX-swCK4B/s320/40nz.jpg" width="320" /></a></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">En 20m:</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><a href="http://3.bp.blogspot.com/-J2f3ViUpLAw/WCOgA9E-nCI/AAAAAAAAAek/O71etOL4RAIUoFCxjgMKyXmh9q5MV4bZACK4B/s1600/20m.JPG" imageanchor="1"><img border="0" height="188" src="https://3.bp.blogspot.com/-J2f3ViUpLAw/WCOgA9E-nCI/AAAAAAAAAek/O71etOL4RAIUoFCxjgMKyXmh9q5MV4bZACK4B/s320/20m.JPG" width="320" /></a> </span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Por ahora solo llevo unos días con las pruebas y comparando
antenas, pero ha sido más que suficiente para dejarme con la boca abierta.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Todas estos reportes son de la combinación de Kit ultimate3s+kit QRP Antenna tuner+UNUN 1:9 casero+hilo de 13.5m. Como podéis ver todo barato, fácil de montar y con resultados espectaculares.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Por ultimo unos consejos:</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><b>Sigue al pie de la letra el manual de montaje</b>: <a href="http://qrp-labs.com/images/ultimate3s/assembly_u3s.pdf" target="_blank">http://qrp-labs.com/images/ultimate3s/assembly_u3s.pdf </a></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><b>Cuidado con la frecuencia</b>, si no emitimos justo en la correcta,
nos escucharan pero no decodificaran nuestra señal en ningún sitio y puede
llegar a ser una decepción o quebradero de cabeza ver que no aparecen spots por
muy comprobado que tengamos el sistema. </span></span></div>
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<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><b>Regula bien la tensión que llega a la parte del PA</b>. Mediante
el potenciómetro R5 ajustamos el voltaje que llega al BS170, si nos quedamos
cortos no tendremos casi potencia y si nos pasamos calentaremos el transistor además
de producir armónicos y ruidos indeseados. Paciencia es lo único que hace falta
para dejarlo más o menos equilibrado.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><b>Medir la ROE. (truco)</b></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;">Es muy complicado encontrar un medidor de ROE que permita
funcionar con los 200mW que entrega el kit. Según Hans Summers de <a href="http://qrp-labs.com/">QRP-LABS</a> están trabajando en uno pero el
proyecto está muy verde aún. Yo utilizo un truco para acoplar y comprobar ROE
al mismo tiempo, no es muy profesional pero funciona.</span></span><br />
<br />
<span style="font-family: inherit;">Utilizo un kit de acoplador qrp, de los baratos que podemos encontrar en eBay buscando "qrp antenna tuner". Este kit lleva un led que nos indica cuando la antena no está bien acoplada. El problema viene cuando la potencia es tan baja que el led no se ilumina y no podemos saber si tenemos ROE.</span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><br />No problem, soldamos unos cablecitos a los pads del led y medimos con el polímetro directamente ahí. De esta forma si la tensión sube hay roe, si baja vamos bien.</span></div>
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<span style="font-family: inherit;"><br />Puede que esté escribiendo una barbaridad, pero por ahora esta técnica me está funcionando muy bien. Incluso permite ajustar a un nivel (mV) que el brillo de un led no podría mostrar.</span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><a href="http://2.bp.blogspot.com/-EaQ9MU85EuQ/WCOg_4vhIPI/AAAAAAAAAew/RJ6F19ev9U01S0Lftll32U_N8QSSpnKVwCK4B/s1600/IMG_20161104_220634.jpg" imageanchor="1"><img border="0" height="180" src="https://2.bp.blogspot.com/-EaQ9MU85EuQ/WCOg_4vhIPI/AAAAAAAAAew/RJ6F19ev9U01S0Lftll32U_N8QSSpnKVwCK4B/s320/IMG_20161104_220634.jpg" width="320" /></a> </span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"> De esta forma seguimos sin saber a qué potencia emitimos pero al menos tenemos controlada la ROE. </span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Para terminar os dejo unas fotos de una salida al campo con el kit:</span></span></div>
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span>
<br />
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<span style="font-family: inherit;"><span style="font-family: inherit;"> <a href="http://4.bp.blogspot.com/-xfixdCCcMjI/WCOqUCIahwI/AAAAAAAAAfE/mvcXKEwlCBE6W0cystQyaZBpFw-Kxuz1ACK4B/s1600/20161030_170033.jpg" imageanchor="1"><img border="0" height="180" src="https://4.bp.blogspot.com/-xfixdCCcMjI/WCOqUCIahwI/AAAAAAAAAfE/mvcXKEwlCBE6W0cystQyaZBpFw-Kxuz1ACK4B/s320/20161030_170033.jpg" width="320" /></a><a href="http://3.bp.blogspot.com/-bz0A1gX4kHE/WCOqXLlRN2I/AAAAAAAAAfM/mCI0CE8Cldoh3VHB3pFxHURiUlpnOSL_wCK4B/s1600/20161030_160115.jpg" imageanchor="1"><img border="0" height="180" src="https://3.bp.blogspot.com/-bz0A1gX4kHE/WCOqXLlRN2I/AAAAAAAAAfM/mCI0CE8Cldoh3VHB3pFxHURiUlpnOSL_wCK4B/s320/20161030_160115.jpg" width="320" /></a></span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">Espero que esta entrada os haya animado a cacharrear, montar
y experimentar con este tipo de kits con los que seguro aprenderemos mucho.</span></span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-family: inherit;">Segur<span style="font-family: inherit;">o que de algo me olvido, s<span style="font-family: inherit;">i os puedo ayudar con al<span style="font-family: inherit;">guna duda ya sab<span style="font-family: inherit;">éis donde encontrarme ;-)</span></span></span></span></span></span><br />
<br />
<span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;"> </span></span></span></span></span></span>
<span style="font-family: inherit;"><span style="font-family: inherit;">Un saludo y buena radio.</span></span><br />
<span style="font-family: inherit;"><span style="font-family: inherit;">73s amigos.</span></span></div>
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span></span>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-8784141967773775282016-08-12T07:57:00.001+02:002016-08-31T12:02:35.340+02:00Antenas e Impresoras 3D<br />
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Hola amigos.<br />
<br />
<br />
Ante la falta de tiempo para escribir algo decente y las ganas irrefrenables
de publicar los diseños 3D de las antenas, he decidido lanzar esta entrada, y
más adelante escribir algo más específico sobre las ventajas que <s>puede tener</s>
tiene para un radioaficionado y fan del cacharreo una impresora 3D así como de
las herramientas habituales uso.<br />
<br />
<br />
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<![endif]--><br />
<h3>
</h3>
<span style="font-size: large;"><b><u>Caja para Antena LPDA (<span class="st"><i> log</i>-<i>periódica)</i></span> of WA5VJB</u></b></span><span style="font-size: large;"> </span><br />
(versión 850 - 6500 MHz)<br />
<br />
<a href="https://3.bp.blogspot.com/-DkAKGJt3RKQ/V6xiSCA81pI/AAAAAAAAAW0/fJlSmWmI0m8vnkcHWvttYrNK6PasOccAwCLcB/s1600/LP8565-sm.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="155" src="https://3.bp.blogspot.com/-DkAKGJt3RKQ/V6xiSCA81pI/AAAAAAAAAW0/fJlSmWmI0m8vnkcHWvttYrNK6PasOccAwCLcB/s200/LP8565-sm.jpg" width="200" /></a><br />
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Esta antena suele utilizarse con algún soporte directamente apuntando al
emisor o montada en una parabólica, pero originalmente solo suministran el PCB
sin ningún tipo de sistema de fijación.<br />
Necesitábamos una cajita para realizar las pruebas en condiciones y que
mejor excusa para imprimir ;-)<br />
<br />
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<![endif]--><a href="https://2.bp.blogspot.com/-1I-8ZIXi7-8/V6xrx9i7ToI/AAAAAAAAAXQ/DiBYcBGl3LQ9lglQ-jr2ir1jitFqlHP2QCLcB/s1600/6c3a5f730a2cc3cdf3f0f5421e9e0212_preview_featured.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://2.bp.blogspot.com/-1I-8ZIXi7-8/V6xrx9i7ToI/AAAAAAAAAXQ/DiBYcBGl3LQ9lglQ-jr2ir1jitFqlHP2QCLcB/s200/6c3a5f730a2cc3cdf3f0f5421e9e0212_preview_featured.jpg" width="200" /></a><br />
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El montaje de la caja una vez impresa es muy sencillo. Son dos caras, solo
hay que colocar la antena y pegar con pegamento/silicona/cinta doble cara...
una cara con otra. Hay algo de margen para agregar entre la caja y la antena
algún tipo de aislante o acolchado pero no es necesario.<br />
Enlace al diseño en Thingiverse:<br />
<a href="http://www.thingiverse.com/thing:1642399" target="_blank">http://www.thingiverse.com/thing:1642399</a><br />
Mención especial a Óscar (<a href="https://twitter.com/infiltrandome?lang=es" target="_blank">@infiltrandome</a>) por tomarse la
molestia de ser el betatester del diseño.<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-nQdW47WEANc/V8aqxPfNyoI/AAAAAAAAAaI/TuDWvqayu4AFm76UzH27vL2vZHYQ6qLaACLcB/s1600/logbox1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://4.bp.blogspot.com/-QDh_BxwVSMU/V8aqxBImq2I/AAAAAAAAAaE/ji2OF4BT29gICPIyo-ixvfq8j7Kkibu-gCLcB/s1600/logbox2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://4.bp.blogspot.com/-QDh_BxwVSMU/V8aqxBImq2I/AAAAAAAAAaE/ji2OF4BT29gICPIyo-ixvfq8j7Kkibu-gCLcB/s200/logbox2.jpg" width="200" /></a><img border="0" height="150" src="https://2.bp.blogspot.com/-nQdW47WEANc/V8aqxPfNyoI/AAAAAAAAAaI/TuDWvqayu4AFm76UzH27vL2vZHYQ6qLaACLcB/s200/logbox1.jpg" width="200" /><a href="https://2.bp.blogspot.com/-tJ9rb_zE4jU/V8aqxH9RbGI/AAAAAAAAAaM/Za8fnn5VdwIi7TF3ju1i0ShQRIrumb83gCLcB/s1600/logbox3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://2.bp.blogspot.com/-tJ9rb_zE4jU/V8aqxH9RbGI/AAAAAAAAAaM/Za8fnn5VdwIi7TF3ju1i0ShQRIrumb83gCLcB/s200/logbox3.jpg" width="200" /></a></div>
<br />
<br />
<br />
<br />
<br />
<span style="font-size: large;"><u><b>Antena TURNSTILE</b></u></span><br />
<br />
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<br />
La siguiente antena de la lista en realidad son 3 versiones del mismo tipo
de diseño, la fantástica TURNSTILE. Esta antena me ha dado muchas
satisfacciones en distintas bandas, sobre todo para su uso con satélites ya que
posee polarización circular.<br />
Básicamente y sin meterme mucho en datos técnicos, hablamos de dos dípolos
enfasados a 90º mediante un latiguillo coaxial. Hay varias versiones de los
enfases por la red (1, 2, 4 latiguillos de 50/75 ohm...) , recomiendo
experimentar y practicar según a lo que vaya destinada.<br />
La forma más sencilla de calcular el enfase es 1/4 onda dividido entre el
factor de velocidad del cable. El otro dípolo lo conecto directamente al cable
de bajada y al final, el conector. Hay mucha información sobre el tema en
internet pero si tienes alguna duda concreta no dudes en preguntar, luego ya
veremos si soy capaz de ayudarte ;-p<br />
Ahora los diseños:<br />
Como he dicho son tres, uno de ellos es pequeño y está pensado para antenas
con poca longitud en los brazos como ocurre en UHF por ejemplo. Sacrificando
robustez pero ganando portabilidad.<br />
El segundo es la primera versión del modelo para VHF e inferiores por su
tamaño y resistencia pero su parte superior de una pieza dificulta bastante el
montaje de los cables.<br />
El tercero es la versión que soluciona el problema anterior. Se ha agregado
una tapa superior para poder montar la antena de forma modular, además se ha
optimizado el gasto de material y tiempo en el resto del diseño.<br />
Los detalles de impresión los encontrareis en los enlaces de cada diseño. <br />
<br />
<br />
<a href="http://www.thingiverse.com/thing:1597874" target="_blank">Versión mini para mástil de 16mm:
http://www.thingiverse.com/thing:1597874</a><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-pZNOAGldWSY/V6x2mv9alcI/AAAAAAAAAYE/mjYzFzfoZyAADMOzQTYKdG64sd8FFRtNQCLcB/s1600/0f01276a50b4de15277c1d1ce821591c_preview_featured.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
<img border="0" height="150" src="https://3.bp.blogspot.com/-f-ByNyOM-go/V6x255LBfTI/AAAAAAAAAYQ/JFOyzboYO0UAqpap21xpwMd5aNhXWYn0QCLcB/s200/1741f4a5f1197b580f5d05016086aaf4_preview_featured.jpg" width="200" /><img border="0" height="150" src="https://2.bp.blogspot.com/-ob04kNtoC2A/V6x25kcSX1I/AAAAAAAAAYM/0j9GrnCusKAGkc_-4Uczk6hhetKASVWMgCLcB/s200/8492e4440c3dd4a97157c97e97b6bb32_preview_featured.jpg" width="200" /><img border="0" height="150" src="https://3.bp.blogspot.com/-ohxbQqSZgg8/V6x25oUHjqI/AAAAAAAAAYI/8g3qC-gIaNktsb8Sdsp_9gUrXKIe0mmdACLcB/s200/fa28bf1f6f55b3bfac8a0607b34ac1d9_preview_featured.jpg" width="200" /><br />
<br />
<br />
<br />
<a href="http://www.thingiverse.com/thing:1597896" target="_blank"> Versión VHF (v1) para mástil de 32mm: http://www.thingiverse.com/thing:1597896</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-33jxh8KoClE/V6x38Yq_P8I/AAAAAAAAAYc/nsgf1ntXKxcZQCzkKVp1x1O6snPP0leNwCLcB/s1600/166eb0e1cef0f47e22408fc4568d1a6c_preview_featured.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://1.bp.blogspot.com/-33jxh8KoClE/V6x38Yq_P8I/AAAAAAAAAYc/nsgf1ntXKxcZQCzkKVp1x1O6snPP0leNwCLcB/s200/166eb0e1cef0f47e22408fc4568d1a6c_preview_featured.jpg" width="200" /></a><a href="https://1.bp.blogspot.com/-agyy5Y7qoUw/V6x38eAUZKI/AAAAAAAAAYY/3KxiGovEBkM_1BzfGTX3fCzVJNvtxojUwCLcB/s1600/d1ce9d62b39602d45d0ced919776ca79_preview_featured.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://1.bp.blogspot.com/-agyy5Y7qoUw/V6x38eAUZKI/AAAAAAAAAYY/3KxiGovEBkM_1BzfGTX3fCzVJNvtxojUwCLcB/s200/d1ce9d62b39602d45d0ced919776ca79_preview_featured.jpg" width="200" /></a><a href="https://3.bp.blogspot.com/-pZNOAGldWSY/V6x2mv9alcI/AAAAAAAAAYE/rcSE2mp7Fqk99nn7333khnusW1GAuKL_wCEw/s1600/0f01276a50b4de15277c1d1ce821591c_preview_featured.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://3.bp.blogspot.com/-pZNOAGldWSY/V6x2mv9alcI/AAAAAAAAAYE/rcSE2mp7Fqk99nn7333khnusW1GAuKL_wCEw/s200/0f01276a50b4de15277c1d1ce821591c_preview_featured.jpg" width="200" /></a></div>
<br />
<br />
<br />
<a href="http://www.thingiverse.com/thing:1664329" target="_blank">Versión VHF (v2) para mástil de 32mm: http://www.thingiverse.com/thing:1664329</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
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<br />
<br />
<br />
<br />
<br />
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<br />
Por supuesto no solo la uso para antenas... cajas para los LNA, Raspberry
Pi, filtros, soportes, piezas a medida para máquinas y proyectos... Como podéis
ver, los límites están en la imaginación de cada diseñador y si llegasteis
hasta aquí, seguro que no os falta.<br />
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<![endif]--><br />
Se acabó la entrada de hoy, espero que os haya resultado
entretenida/útil.<br />
<br />
<br />
<br />
Un saludo y buena radio.<br />
73s amigos. <br />
<br />
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<![endif]--><br />EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-14760973491303433372016-04-03T03:29:00.001+02:002016-04-07T10:44:48.948+02:00Imágenes inéditas en SSTV del pirata de los SATCOMEn esta entrada os dejo varias imágenes recibidas en 252.150Mhz, frecuencia de uno de los transponder de los satélites militares SATCOM.<br />
Hasta aquí lo mismo de siempre, salvo porque esta vez son imágenes inéditas jejeje.<br />
También hay algunas ya vistas antes pero dignas de incorporar a la colección.<br />
La calidad ha mejorado bastante por dos razones, la nueva antena que ya os enseñaré y que por fin he dado con el soft y modo adecuado para descodificar esta señal. Resulta ser BN36 y el unico software que he encontrado con este modo es MixW, que además es gratuito.<br />
<br />
Sin más, las últimas imágenes de la colección:<br />
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<br />EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com1tag:blogger.com,1999:blog-2571161689639896519.post-13280076959235415662015-12-22T23:42:00.001+01:002015-12-22T23:42:38.904+01:00Y la colección sigue creciendo<p dir="ltr">El pirata de los 252Mhz sigue emitiendo sus imágenes en SSTV.<br>
Algunas muestras más:</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-mRt9JOUV2l0/VnnRzbya3TI/AAAAAAAAASQ/KLoi7P4-fbA/s1600/20151203_010716.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-mRt9JOUV2l0/VnnRzbya3TI/AAAAAAAAASQ/KLoi7P4-fbA/s640/20151203_010716.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-Q4V_ICc3Vyk/VnnR0QZdSRI/AAAAAAAAASY/P3yB-BYL7i4/s1600/20151203_222756.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-Q4V_ICc3Vyk/VnnR0QZdSRI/AAAAAAAAASY/P3yB-BYL7i4/s640/20151203_222756.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-0VVnuGDOSGs/VnnR1QCQmMI/AAAAAAAAASg/PwJcAH9Vz4w/s1600/20151216_231625.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-0VVnuGDOSGs/VnnR1QCQmMI/AAAAAAAAASg/PwJcAH9Vz4w/s640/20151216_231625.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/--ErGRFMTHyM/VnnR2UjDQII/AAAAAAAAASo/F-wtbxggVuQ/s1600/20151222_233536.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/--ErGRFMTHyM/VnnR2UjDQII/AAAAAAAAASo/F-wtbxggVuQ/s640/20151222_233536.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-hee6dggHBsU/VnnR3AdnViI/AAAAAAAAASw/ICH3ZnfRXPs/s1600/20151222_233611.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-hee6dggHBsU/VnnR3AdnViI/AAAAAAAAASw/ICH3ZnfRXPs/s640/20151222_233611.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-43476874581255189562015-11-27T17:36:00.001+01:002015-11-29T22:08:51.034+01:00Y otras dos para la colección<p dir="ltr">Dos nuevas imágenes del pirata del Satcom en 252.150Mhz.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-WFZORf-fld4/VltpXDgfPMI/AAAAAAAAARg/-PCPRdyDMTY/s1600/20151129_220727.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-WFZORf-fld4/VltpXDgfPMI/AAAAAAAAARg/-PCPRdyDMTY/s640/20151129_220727.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-oEBRQF-Fv8o/VltpYJ6plBI/AAAAAAAAARo/DBYxTiYdoO0/s1600/20151129_220643.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-oEBRQF-Fv8o/VltpYJ6plBI/AAAAAAAAARo/DBYxTiYdoO0/s640/20151129_220643.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-45426976147349628382015-11-19T23:51:00.001+01:002015-11-19T23:51:26.342+01:00Otra postal del pirata de los 252mhz<p dir="ltr">Otra imagen SSTV recibida en 252.150mhz.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-7_NKvxiDVPM/Vk5SbCeJXII/AAAAAAAAARM/0K0JCcP8Zoo/s1600/20151119_234858.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-7_NKvxiDVPM/Vk5SbCeJXII/AAAAAAAAARM/0K0JCcP8Zoo/s640/20151119_234858.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-76459893439437976642015-11-05T03:36:00.001+01:002015-11-05T04:32:38.385+01:00Aislando de interferencias el RTLSDR<p dir="ltr">Hola amigos.</p>
<p dir="ltr">Llevo un tiempo trabajando en el blindaje eléctrico de mi RaspberryPi, pero ahora que está en fase de pruebas, he pensado que al RTLSDR también le vendría bastante bien aislarlo un poco del QRM y el ruido circundante.</p>
<p dir="ltr">Tras mucho navegar y leer decenas de métodos para reducir el ruido del SDR, he decidido hacer mis propias pruebas para verificar el método más efectivo y MÁS PRÁCTICO.<br>
Algunos de estos métodos, utilizan desde condensadores en los puntos de tensión y resistencias para la masa del usb, hasta bobinas de 10 metros de cable coaxial con el pincho en el centro conectado al chasis del usb, incluso sumergir el pincho en aceite.</p>
<p dir="ltr">Como veis, todo esto tiene su logica y el truco de la bobina por ejemplo, parece ser muy efectivo, pero nada práctico por el espacio necesario y lo aparatoso del asunto. El resto no parecen dar muy buenos resultados o son demasiado elaborados para la prueba.</p>
<p dir="ltr">A falta de comprobar el montaje más complejo, consistente en eliminar el conector usb y conectar los cables directamente al pcb de la siguiente forma:<br>
Cables 5v y gnd bobinados en anillos de ferrita.<br>
Cables de datos entrelazados directos al pcb.<br>
Malla 1 del cable usb a la caja metálica mediante una resistencia de 1M y 1 condensador de 47nf.<br>
Malla 2 igual que malla 1 pero al chasis del usb en la pcb del RTLSDR.<br>
Conector de antena y antena aislada de la caja.</p>
<p dir="ltr">Me quedo por ahora con un montaje propio. Un método más sencillo, que curiosamente es el que ofrece los mejores resultados logrados hasta ahora en mis test.<br>
-Conector original de antena sustituido por SMA para pcb.<br>
-Pcb aislado con cinta cinta kapton o cinta pvc si no disponemos de ella.<br>
-Componentes problemáticos (reg. De tensión, reloj 28mhz...) aislados con pequeños trozos de cinta de alumino sobre la de pvc.<br>
-RTLSDR montado dentro de una cajita de chapa para sellos del bazar de turno (o similar), mecanizada para poder sacar el sma (sin que toque la chapa) y el usb de ella.<br>
-Cable alargador usb blindado de 1m o menos, con la chapa de masa exterior eliminada de la parte hembra (se tira con cuidado con unos alicates y sale bien)<br>
-Fijar con silicona o resina el usb hembra dentro de la caja, a medida, para que todo el conjunto quepa en el interior y el usb sin chapa no se salga del USB del SDR por accidente.<br>
-Si tienes a mano un par de anillos de ferrita, en el cable usb no haran daño tampoco.</p>
<p dir="ltr">Con este sencillo montaje, he conseguido reducir casi del todo el famoso ruido en 48mhz (480mhz, etc...) del reloj del usb. El ruido causado por las lineas de 220v cercanas y de las estaciones de fm comerciales, ha desaparecido. Ahora el espectro es limpio y uniforme.</p>
<p dir="ltr">Además, al montar su propio cable usb modificado, la reducción de ruido es notable independientemente del cable o base usb que utilicemos para conectar al pc. Esto es muy práctico cuando queremos utilizar el SDR con un cable OTG en nuestro dispositivo movil.</p>
<p dir="ltr">Todas las pruebas han sido realizadas  con y sin antenas, y  con las ganancias a tope. Pero los resultados son basados en las pruebas SIN antena, para evitar el QRM captado por esta.</p>
<p dir="ltr">Para terminar, unas imágenes del montaje ganador y de otros <u>dos</u>, que no pasaron los test.</p>
<p dir="ltr">Hasta otra...</p>
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<p dir="ltr">Hoy le he dado un repaso a la banda de frecuencias de los famosos SATCOM y para variar, no me han decepcionado.</p>
<p dir="ltr">En 253.900 y 255.550 mhz, frecuencias típicas usadas por piratas, he podido escuchar un sonido de "sonar", así tal cual, un sonar como el de los submarinos de toda la vida. Son señales diferentes en cada frecuencia y en ocasiones solo se escucha una portadora, pero en ambas frecuencias a la vez.</p>
<p dir="ltr">Desconozco si son simplemente grabaciones pero carece de sentido.</p>
<p dir="ltr">Como mínimo curioso...<br>
</p>
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Mucha antena, pero aún no tenía una carga fantasma para probar los equipos comodamente.</p>
<p dir="ltr">Es bastante sencillo a la par que laborioso. Solo hay que calcular el número de resistencias en paralelo, según la potencia que queramos disipar.<br>
En mi caso, he utilizado 28 resistencias de 1.47k y 2w.</p>
<p dir="ltr">Dividimos el valor de las resistencias a utilizar entre el valor total buscado en ohm, en este caso 50.<br>
La cuenta quedaría:<br>
1470/50= 28 resistencias que en teoria disiparán aproximadamente 56w. Más que de sobra para mis equipos.</p>
<p dir="ltr">Después ya solo queda soldar de la manera que más nos guste (PCB, al aire, madera...) las resistencias en paralelo.Yo he utilizado 2 partes de placa pcb perforado iguales. Así resulta más fácil la construcción.<br>
Para la conexión he utilizado un RG213 y un PL. Soldando el extremo del coaxial, vivo a una placa y malla a la otra, pasando estos por agujeros realizados previamente en la parte central.</p>
<p dir="ltr">Como siempre y para que podáis entender este desastre de explicación, van las fotos:</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-M6xGTsCB-LI/VgxaLh9ya6I/AAAAAAAAAO8/J2uJMepsaa0/s1600/20150930_230720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-M6xGTsCB-LI/VgxaLh9ya6I/AAAAAAAAAO8/J2uJMepsaa0/s640/20150930_230720.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-uz7feHR7Ma8/VgxaNbD49ZI/AAAAAAAAAPE/5eQZpI6m0Dw/s1600/20150930_230728.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-uz7feHR7Ma8/VgxaNbD49ZI/AAAAAAAAAPE/5eQZpI6m0Dw/s640/20150930_230728.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-SwtQb6AgAm8/VgxaPPMJjJI/AAAAAAAAAPM/cKCebng_ZXQ/s1600/20150930_230735.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-SwtQb6AgAm8/VgxaPPMJjJI/AAAAAAAAAPM/cKCebng_ZXQ/s640/20150930_230735.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-NkQEHsE7yDc/VgxaQcsUnWI/AAAAAAAAAPU/P6IhEu5PpLk/s1600/20150930_230746.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-NkQEHsE7yDc/VgxaQcsUnWI/AAAAAAAAAPU/P6IhEu5PpLk/s640/20150930_230746.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-pZuM3r5ugHI/VgxaSt7vmJI/AAAAAAAAAPc/f8NjY4g75s8/s1600/20150930_232449.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-pZuM3r5ugHI/VgxaSt7vmJI/AAAAAAAAAPc/f8NjY4g75s8/s640/20150930_232449.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-5HRg-7986TI/VgxaVGjGB2I/AAAAAAAAAPk/ogoJ2ChOOkQ/s1600/20150930_232758.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-5HRg-7986TI/VgxaVGjGB2I/AAAAAAAAAPk/ogoJ2ChOOkQ/s640/20150930_232758.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-5826704505888146382015-09-26T13:44:00.001+02:002015-09-26T19:56:57.790+02:00Eliminador de batería V2<p dir="ltr">Hola amigos<br>
Aunque funciona correctamente, no me terminan de convencer los 7.2v que mostraba el display del ft60 y he vuelto a destripar el eliminador.<br>
He añadido un lm7808 más en paralelo montado directamente sobre el otro y dos condensadores electrolíticos de 220uf y 25v. Uno a la entrada de tensión y otro a la salida.<br>
De esta manera, reducimos la carga de trabajo del integrado y estabilizamos el circuito.</p>
<p dir="ltr">El resultado, 7.5v estables y algo más de protección ante los picos de tensión.</p>
<p dir="ltr">Unas fotillos...<br>
</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-DVU5OpVYCkM/VgaFFPuiHsI/AAAAAAAAAOg/DiVl7reSawA/s1600/20150926_131244.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-DVU5OpVYCkM/VgaFFPuiHsI/AAAAAAAAAOg/DiVl7reSawA/s640/20150926_131244.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-m_QMs9IZ-AA/VgaFGXwiGlI/AAAAAAAAAOo/FKRn9TiKQ3Q/s1600/20150926_132632.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-m_QMs9IZ-AA/VgaFGXwiGlI/AAAAAAAAAOo/FKRn9TiKQ3Q/s640/20150926_132632.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-40424741650752533652015-09-26T00:33:00.001+02:002015-09-26T13:28:55.707+02:00Eliminador de batería para Yaesu FT-60E<p dir="ltr">Hola amigos.</p>
<p dir="ltr">Cansado de comprar baterías para mi walkie ft60, me he decidido a construir un eliminador de batería casero.<br>
Se alimentará con un conector de mechero corriente para coche (12v), a ser posible con fusible integrado.<br>
Mediante un regulador de voltaje lm7808 transformaremos los 12v en 8v. En el positivo del walkie, mediremos finalmente 7.7v y el walkie muestra 7.2v en el display.<br>
Todo esto, integrado en la carcasa de la batería original.</p>
<p dir="ltr">En las imágenes se ve claramente el proceso, por lo tanto solo voy a detallar algunos puntos clave.</p>
<p dir="ltr">Lo primero como es lógico, sera abrir con mucho cuidado la carcasa de la batería original en 2 partes. Se pueden ver las pestañas que la sujetan, pero tendremos que hacer palanca con algún útil fino para separarlas sin dañar nada.</p>
<p dir="ltr">Después ya es cuestión de colocar los componentes como más nos guste y cómodo nos sea.<br>
Para simular el negativo de la pila inferior, he utilizado un trocito de cinta métrica bien lijado y soldado a un trozo de cable de baja resistencia (ver fotos). Sujeto a la otra parte con un poco de silicona.</p>
<p dir="ltr">Finalmente y tras comprobar que todo funcione correctamente con un multímetro, volvemos a cerrar ayudándonos de otro buen amigo, el pegamento fuerte :-)</p>
<p dir="ltr">Y listo. A disfrutar de nuestro ft60 sin preocuparnos de la batería.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-4eWJN-Gsh7k/VgXLoJD-01I/AAAAAAAAANI/tiuwL16523Y/s1600/20150926_000115.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-4eWJN-Gsh7k/VgXLoJD-01I/AAAAAAAAANI/tiuwL16523Y/s640/20150926_000115.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-Hu4H3IojH70/VgXLp76fHOI/AAAAAAAAANQ/16w0ka1T7PU/s1600/20150925_234638.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-Hu4H3IojH70/VgXLp76fHOI/AAAAAAAAANQ/16w0ka1T7PU/s640/20150925_234638.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-jCmcIqayyUs/VgXLr_MS7qI/AAAAAAAAANY/CqC6J6dvq5I/s1600/20150925_233303.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-jCmcIqayyUs/VgXLr_MS7qI/AAAAAAAAANY/CqC6J6dvq5I/s640/20150925_233303.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"><br></div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-EMYU10mDHbs/VgXLvBIgpuI/AAAAAAAAANo/v3NcFu7P-mk/s1600/20150925_233113.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-EMYU10mDHbs/VgXLvBIgpuI/AAAAAAAAANo/v3NcFu7P-mk/s640/20150925_233113.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-SOfgkO0cgP4/VgXLw_7v1qI/AAAAAAAAANw/hrHKWvDCRgY/s1600/20150925_231234.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-SOfgkO0cgP4/VgXLw_7v1qI/AAAAAAAAANw/hrHKWvDCRgY/s640/20150925_231234.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-LD7pG5QcEVg/VgXLyqNGlcI/AAAAAAAAAN4/hGgpfzfBWqQ/s1600/20150925_214811.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-LD7pG5QcEVg/VgXLyqNGlcI/AAAAAAAAAN4/hGgpfzfBWqQ/s640/20150925_214811.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-J9XeM9cbGac/VgXL0bQsQHI/AAAAAAAAAOA/4JMEnpSNppA/s1600/20150925_214743.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-J9XeM9cbGac/VgXL0bQsQHI/AAAAAAAAAOA/4JMEnpSNppA/s640/20150925_214743.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-efMlWEj83RY/VgXNWr3GKEI/AAAAAAAAAOM/yzhLpoyeW_0/s1600/20150925_233132.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-efMlWEj83RY/VgXNWr3GKEI/AAAAAAAAAOM/yzhLpoyeW_0/s640/20150925_233132.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-52015475008762668162015-09-24T23:07:00.001+02:002015-09-24T23:15:50.553+02:00Yagi VHF 4 elementos desmontable<p dir="ltr">Hola amigos.</p>
<p dir="ltr">Para hoy tenemos otra antena muy práctica, que podemos montar y desmontar en menos de 1 minuto.</p>
<p dir="ltr">La roe en 145mhz es de 1.2 y en UHF 1.8. Marcando una impedancia de 52ohm en el analizador nos muestra un ancho de banda usable de 137 a 150 mhz, que no esta nada mal.</p>
<p dir="ltr">Fabricada con varillas de aluminio y tubo de pvc, es ligera, resistente y se puede guardar fácilmente una vez desmontada.<br>
Para este proyecto usaremos de nuevo tubo de pvc y abrazaderas para el mismo. Iguales que las que os enseñaba en el proyecto de antena táctica con cinta métrica pero más anch<u>o</u>. También bridas pequeñas, pistola de silicona, varillas de alumunio de 6mm y lógicamente cable para la bajada.<br>
La varilla del elemento excitado es hueca, para poder conectar dos bornes con sendos tornillos, que serán el vivo y la malla.<br>
Una vez conectados, fijaremos los brazos del excitado a la abrazadera/soporte con silicona. La longitud total del elemento debe ser de 95.1cm. La longitud de cada brazo depende de la separación que dejemos entre ellos.</p>
<p dir="ltr">Las medidas de los elementos son las siguientes:<br>
Reflector - 103.2cm<br>
Excitado - 95.1cm<br>
Director 1 - 87.8cm<br>
Director 2 - 83.3cm</p>
<p dir="ltr">Distancias entre elementos respecto al reflector:<br>
Reflector - 0cm<br>
Excitado - 25cm<br>
Director 1 - 50cm<br>
Director 2 - 77.5cm</p>
<p dir="ltr">Si marcamos con un rotulador permanente la posición en el tubo de cada elemento, nos será muy fácil montarla y no tendremos que medir cada vez.</p>
<p dir="ltr">Se le pueden añadir elementos de uhf con el mismo sistema, pero va bastante bien así y se volvería más pesada.</p>
<p dir="ltr">Ahora las fotillos.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-CLVzxy2jrdY/VgRmE6_y3bI/AAAAAAAAAMc/DHB9atGFDkI/s1600/20150911_201517.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-CLVzxy2jrdY/VgRmE6_y3bI/AAAAAAAAAMc/DHB9atGFDkI/s640/20150911_201517.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-Wpji67qtP2k/VgRmF1uxHfI/AAAAAAAAAMg/KEY2MKyOM2g/s1600/20150911_201413.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-Wpji67qtP2k/VgRmF1uxHfI/AAAAAAAAAMg/KEY2MKyOM2g/s640/20150911_201413.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-Xk_4Mk6ruEU/VgRmIA8fTzI/AAAAAAAAAMs/JNhpBq6w2Xw/s1600/20150911_202035.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-Xk_4Mk6ruEU/VgRmIA8fTzI/AAAAAAAAAMs/JNhpBq6w2Xw/s640/20150911_202035.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-TKYoln3EXpk/VgRmKBS-W8I/AAAAAAAAAM0/OWjV5EXssRw/s1600/1443128790259.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-TKYoln3EXpk/VgRmKBS-W8I/AAAAAAAAAM0/OWjV5EXssRw/s640/1443128790259.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-35592308130843848662015-09-20T13:40:00.001+02:002015-09-20T14:42:55.272+02:00Dípolos tácticos para walkie/escaner con cinta métrica<p dir="ltr">Hola de nuevo amigos.<br>
Esta vez os traigo un tipo de antena bastante práctica. Esta construida con tubo de pvc, cable aircell o rg213 y cinta métrica.<br>
No necesita muchas instrucciones para su fabricación, es plegable y ligera. Lo único negativo, es que depende de la frecuencia para la que se diseñe el dípolo puede ser un poco aparatosa (ej. 144mhz - 0.98m de dípolo).<br>
Básicamente se pasa el cable elegido por un tubo de pvc de ancho similar al mismo, despues se separa vivo y malla (2 cm aprox) en la parte superior y se suelda cada brazo de cinta métrica cortada un poco mas larga de la medida elegida (para ajustar posteriormente) de forma que tengamos el dípolo ya presentado.<br>
El último paso es el que requiere algo de ingenio. Yo he construido el soporte de los brazos con una abrazadera para tubos de pvc rellena de silicona caliente. Es necesaria algo de paciencia y te quemarás un par de veces, pero aporta solidez al conjunto y aisla de la humedad.<br>
Un truco para rellenar y dar forma a la silicona es usar papel de horno a modo de molde. Una vez fria se despega de maravilla y se queda liso.<br>
El ultimo paso es lógico, conectar un pl en la parte inferior y fijar la base del tubo al mismo. Con los conectores PL para rg213 se hace muy bien.<br>
Ojo con los picos y bordes de la cinta que cortan. Recomiendo poner un poco de silicona en estos puntos por seguridad.<br>
Las fundas son recicladas de paraguas plegables de mis antenas parabólicas caseras.<br>
Después de la explicación unas fotillos.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-3eK89RsL8PE/Vf6pfZ09LtI/AAAAAAAAALg/O5iZFwStwcM/s1600/20150920_143313.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-3eK89RsL8PE/Vf6pfZ09LtI/AAAAAAAAALg/O5iZFwStwcM/s640/20150920_143313.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-o-H2Gjn9zSs/Vf6pjF1KRUI/AAAAAAAAALo/Hw96dicg5Tw/s1600/20150920_141249.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-o-H2Gjn9zSs/Vf6pjF1KRUI/AAAAAAAAALo/Hw96dicg5Tw/s640/20150920_141249.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-vDnnW6Dqztk/Vf6pmsaETUI/AAAAAAAAALw/WBv-sKnT7Ik/s1600/20150920_141133.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-vDnnW6Dqztk/Vf6pmsaETUI/AAAAAAAAALw/WBv-sKnT7Ik/s640/20150920_141133.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-kHNHskxH40s/Vf6ppQbW0-I/AAAAAAAAAL4/YASFf7JjZ3w/s1600/20150920_131851.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-kHNHskxH40s/Vf6ppQbW0-I/AAAAAAAAAL4/YASFf7JjZ3w/s640/20150920_131851.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-lcejWnbBNpA/Vf6prteHsFI/AAAAAAAAAMA/CIZyXF1ZSrM/s1600/20150920_131727.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-lcejWnbBNpA/Vf6prteHsFI/AAAAAAAAAMA/CIZyXF1ZSrM/s640/20150920_131727.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-B-pKBcgTy2o/Vf6puDhCn4I/AAAAAAAAAMI/a10eytZAQYY/s1600/20150920_131707.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-B-pKBcgTy2o/Vf6puDhCn4I/AAAAAAAAAMI/a10eytZAQYY/s640/20150920_131707.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-18991718337725434562015-09-16T00:35:00.001+02:002015-09-16T00:35:04.888+02:00URE declarada de Utilidad Pública<p dir="ltr">A fecha 10 de septiembre, el ministerio del interior declara la URE (Unión Radioaficionados Españoles), de utilidad pública.<br>
Una gran noticia para todos sus asociados.<br></p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-CLOxtUJvqg4/VfidFn16aNI/AAAAAAAAALM/W5K9dUvZnco/s1600/logo-ure-167x300.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-CLOxtUJvqg4/VfidFn16aNI/AAAAAAAAALM/W5K9dUvZnco/s640/logo-ure-167x300.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-61035930559568572612015-09-08T00:31:00.001+02:002015-09-08T00:35:29.027+02:00¿Problemas con el morse?<p dir="ltr">Desarrollado por Alfred Vail y patentado por Samuel Morse junto al telégrafo en 1830. Es un método de comunicación muy utilizado a día de hoy por radioaficionados de todo el planeta.<br>
Si bien en la actualidad, la tecnología nos facilita las cosas. Por ejemplo, con apps que nos permiten entrenar o codificar y descodificar a tiempo real. Nunca esta de más conocer de memoria el código.<br>
Por supuesto no es fácil, pero tampoco lo parecía el código ICAO cuando lo vimos por primera vez.<br>
Los expertos dicen que lo ideal es aprender las letras por su sonido como si fuera música. Para los que tenemos el mismo oido para la música que un tablón, existe un truquito que enseñan en los scouts. Es una regla mnemotécnica que consiste en asignar a cada letra una palabra, con el mismo número de sílabas que puntos o rayas tiene su homóloga en morse. Luego basta con sustituir los puntos por cualquier vocal y las rayas por la vocal O.<br>
Resumen:</p>
<p dir="ltr">La inicial de la palabra clave es la letra correspondiente.<br>
El número de vocales que contiene la palabra clave indica la longitud de la codificación en morse de dicha letra.<br>
Si la vocal es una O se sustituye por una raya (-)<br>
Si se trata de cualquier otra vocal se sustituye por un punto (·)<br>
Al sustituir sólo se tendrá en cuenta los puntos y rayas obtenidos hasta la totalidad de la longitud en morse.</p>
<p dir="ltr">Así explicado es un poco lioso pero en la siguiente imagen lo vereis todo mucho más claro y seguro que os ayudará bastante. Después ya es cuestión de practicar y practicar.<br>
Para más información:<br>
<a href="https://es.wikipedia.org/wiki/C%C3%B3digo_morse?wprov=sfia1">Código Morse en Wikipedia</a></p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-IEOuD_NHpZk/Ve4QNgKr5pI/AAAAAAAAAKE/gn8DDPcsYxM/s1600/Morse-2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-IEOuD_NHpZk/Ve4QNgKr5pI/AAAAAAAAAKE/gn8DDPcsYxM/s640/Morse-2.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-87085861484507669782015-09-07T00:38:00.001+02:002015-09-07T00:39:11.713+02:00Frecuencias SatCom para hoy<p dir="ltr">Como viene siendo costumbre, os dejo las frecuencias captadas hoy desde Ciudad Real.<br>
252.050 - QSO en portugues<br>
252.150 - Portadora (hoy no tenemos sstv)<br>
253.750 - QSO en portugues<br>
253.850 - QSO en portugues<br>
253.900 - QSO en portugues<br>
254.775 - Futbol partido equipos Paraguay <br>
255.460 - QSO en portugues<br>
255.500 - QSO en portugues<br>
257.040 - QSO en portugues<br>
257.500 - QSO en portugues<br>
261.630 - QSO en portugues</p>
<p dir="ltr">Los brasileños son los más activos pero en ocasiones se copian conversaciones en ruso, chino o japonés, incluso en lo que parece árabe. Nunca dejan de sorprender.</p>
EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-68032935756088546622015-09-05T12:31:00.001+02:002015-09-05T12:31:31.238+02:00Y otra para la colección<p dir="ltr">Nueva postal del amig@ pirata en 252.150 m<u>hz</u>. Esto es más adictivo que los cromos de panini.<br>
Hazte con todas ;-)</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-Q8d_IHyinaA/VerEgCUhZ5I/AAAAAAAAAJw/anLwJBZ3CRk/s1600/20150905_122720.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-Q8d_IHyinaA/VerEgCUhZ5I/AAAAAAAAAJw/anLwJBZ3CRk/s640/20150905_122720.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-69458637715969255372015-09-03T00:14:00.001+02:002015-09-03T00:14:58.416+02:00Ahora sí XD era SSTV en RAW mode<p dir="ltr">Resulta que el problema de las imágenes recibidas sí que era por la recepción. Más exactamente por el modo. Estaba descodificando en robot36 pero el pirata emite en RAW o robotBW.<br>
Aquí la muestra de mi ignorancia ;<u>D</u></p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-TGcGbil5BEM/Ved03-rGpmI/AAAAAAAAAJQ/VQW7cnJKVnY/s1600/20150903_001327.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-TGcGbil5BEM/Ved03-rGpmI/AAAAAAAAAJQ/VQW7cnJKVnY/s640/20150903_001327.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-85021224496120272832015-09-02T23:59:00.001+02:002015-09-02T23:59:06.317+02:00Hoy en 252.150... nueva imagen sstv<p dir="ltr">Nueva imagen sstv desde emisión pirata desconocida.<br>
No tengo claro el por qué de la mala calidad, dudo que sea por la recepción ya que he probado con distintos equipos y antenas con el mismo resultado.<br>
Se intuye un niño montado en un triciclo.<br>
Curioso el tema.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-4D-QiImF4Lk/VedxJnHHX-I/AAAAAAAAAJE/USrcLqjVJyg/s1600/20150902_234828_-1080850266.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-4D-QiImF4Lk/VedxJnHHX-I/AAAAAAAAAJE/USrcLqjVJyg/s640/20150902_234828_-1080850266.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-41176249568430295182015-09-01T22:56:00.001+02:002015-09-01T22:56:31.912+02:00Más frecuencias SatCom activas hoy<p dir="ltr">Nuevas frecuencias SatCom copiadas esta tarde:</p>
<p dir="ltr">255.550 - musica<br>
256.950 - QSO ruso y musica<br>
257.050 - portugues<br>
257.060 - portugués llamando a "guerrero"<br>
257.500 - portugués<br>
258.650 - portugués diciendo "atento"<br>
261.450 - portugués / ruso<br>
261.630 - portugués<br>
261.960 - portugués llamando QSO</p>
<p dir="ltr">Muchas de las frecuencias de ayer también tenían actividad hoy. Por ejemplo el de SSTV no falla en 252.150.</p>
<p dir="ltr">Impresionante la tranquilidad con la que utilizan los satélites como repetidores públicos, al más puro estilo banda ciudadana.<br>
</p>
EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-16303213028477064602015-09-01T00:56:00.001+02:002015-09-01T00:56:15.222+02:00Frecuencias activas SatCom<p dir="ltr">En este momento, activas y copiadas desde España las siguientes frecuencias:<br>
252.150 - SSTV<br>
253.750 - QSO en portugues<br>
253.850 - QSO en portugues<br>
253.900 - QSO en portugues<br>
255.460 - QSO en portugues<br>
255.550 - QSO en portugues<br>
257.600 - QSO en portugues<br>
261.900 - QSO en portugues</p>
<p dir="ltr">Por la tarde incluso se pueden copiar más canales activos, depende de la franja horaria de las emisiones, pero siempre puedes encontrarte sorpresas.</p>
EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-52207611640071222402015-08-31T22:42:00.001+02:002015-08-31T22:42:08.816+02:00SSTV en 252.150 mhz. Piratas en el aire<p dir="ltr">Hace tiempo escuché algo sobre radioaficionados piratas que utilizaban satélites militares desfasados para su propio uso particular. Me resulto curioso y no pude resistir la tentación de otear aquella misteriosa banda.<br>
Resulta que a determinadas horas, hay muchisima actividad. Con la antena adecuada y tu escaner de mano puedes encontrar bastantes cosillas. Brasileños en QSO, rusos conversando, partidos de futbol, militares...<br>
Un ejemplo lo encontramos en 252.150 mhz. En esta frecuencia, casi todos los dias podemos encontrar emisiones de SSTV como las que os muestro en esta entrada. La calidad deja bastante que desear, pero hay que pensar que seguramente se retransmita desde algún remoto lugar de brasil y con equipos arcaicos modificados. Aún con todo no deja de tener su gracia ;-)<br>
En la red podéis encontrar mucha información sobre estas frecuencias y sus contenidos. Además ire publicando las frecuencias con actividad captadas desde España.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-Zg5m3N10IEE/VeS8FbOLtTI/AAAAAAAAAIg/UzggODSbOhU/s1600/20150831_211127_581167153.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-Zg5m3N10IEE/VeS8FbOLtTI/AAAAAAAAAIg/UzggODSbOhU/s640/20150831_211127_581167153.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-jqt2W3qjMUM/VeS8Gcqxd9I/AAAAAAAAAIo/pr5F0q_HWos/s1600/20150830_211112_-1080850266.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-jqt2W3qjMUM/VeS8Gcqxd9I/AAAAAAAAAIo/pr5F0q_HWos/s640/20150830_211112_-1080850266.png"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-cAdSFP6OqKM/VeS8HjvAtOI/AAAAAAAAAIw/NmdKR9EAEgY/s1600/20150822_020824_541405416.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-cAdSFP6OqKM/VeS8HjvAtOI/AAAAAAAAAIw/NmdKR9EAEgY/s640/20150822_020824_541405416.png"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-10740705750476140472015-08-31T22:11:00.001+02:002015-08-31T22:42:58.182+02:00Mi favorita, antena RX de campo para 255mhz <p dir="ltr">Esta antena en concreto me gusta especialmente. No por su ganancia ni complejidad por supuesto, pues no es demasiado difícil de construir ni rinde como una yagi.<br>
La virtud de esta antena reside en su relación rendimiento-portabilidad.<br>
Ojo, tampoco se puede comparar con una GP, en realidad es una antena bastante directiva y su reflector hace que rinda bastante mejor que una turnstile corriente, característica útil cuando necesitas apuntar a un satélite geoestacionario. En resumen, mucho más compacta que una yagi pero con buen rendimiento, además nos permite recibir aún sin tener el satélite muy bien enfocado.<br>
El diseño esta inspirado en las propias antenas que se comercializan para satcom pero con componentes del todo a cien.<br>
Cinta métrica<br>
Un paraguas plegable<br>
Tornillos<br>
Clemas<br>
Silicona<br>
Un trípode de cámara de fotos.</p>
<p dir="ltr">Es muy curioso todo lo que puedes escuchar en esta banda y con esta antena es mucho más cómodo y fácil.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-cSV0r145QzE/VeS03pa0jgI/AAAAAAAAAIA/LYGcZoj_o9I/s1600/20150831_210439.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-cSV0r145QzE/VeS03pa0jgI/AAAAAAAAAIA/LYGcZoj_o9I/s640/20150831_210439.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-tfdZX_OHxpQ/VeS042TDuSI/AAAAAAAAAII/eM2CX8HFxig/s1600/20150830_210904.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-tfdZX_OHxpQ/VeS042TDuSI/AAAAAAAAAII/eM2CX8HFxig/s640/20150830_210904.jpg"> </a> </div><div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-mdSpN41gUSM/VeS06JsYTrI/AAAAAAAAAIQ/OPXF-WR5Ci4/s1600/20150830_210738.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-mdSpN41gUSM/VeS06JsYTrI/AAAAAAAAAIQ/OPXF-WR5Ci4/s640/20150830_210738.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-7812652075091404142015-08-31T20:05:00.001+02:002015-08-31T22:45:14.744+02:00Otra "Homemade" yagi para UHF<p dir="ltr">Yagi casera para UHF de 9 elementos.<br>
Basada en el diseño de Pedro EA5BFT (<a href="http://www.pedrolo.com/index.php/antenas/proyectos-sencillos-de-antenas-caseras/46-ea-qrp-cutre-antrena">www.pedrolo.com</a>).</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-V9ubJPai4jw/VeSXYbQ94oI/AAAAAAAAAHY/IIi2jw1v6vk/s1600/20150831_154912.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-V9ubJPai4jw/VeSXYbQ94oI/AAAAAAAAAHY/IIi2jw1v6vk/s640/20150831_154912.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0tag:blogger.com,1999:blog-2571161689639896519.post-17119914433375724222015-08-31T19:56:00.001+02:002015-08-31T22:45:54.293+02:00Otra antenita<p dir="ltr">Otra que tenía ganas de probar.<br>
La iO o CJU para UHF.</p>
<div class="separator" style="clear: both; text-align: center;"> <a href="http://lh3.googleusercontent.com/-absLrvsNBMo/VeSVO8kyPbI/AAAAAAAAAHM/kJ2CD8vi4Bo/s1600/20150831_154757.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> <img border="0" src="http://lh3.googleusercontent.com/-absLrvsNBMo/VeSVO8kyPbI/AAAAAAAAAHM/kJ2CD8vi4Bo/s640/20150831_154757.jpg"> </a> </div>EA4FSVhttp://www.blogger.com/profile/15616845771228794648noreply@blogger.com0