tag:blogger.com,1999:blog-78107060080253404512024-03-20T16:06:52.599+01:00IZ3AYQQRP, QRPp, Antennas, CW, Kit, Minimalist Projects and KISS (Keep it simple, Stupid !)iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.comBlogger118125tag:blogger.com,1999:blog-7810706008025340451.post-54789513534647982232024-01-26T20:31:00.001+01:002024-01-26T21:45:38.814+01:00Why QRP is a real possibility<p> QRP is a real possibility. In this picture you can see that if you use 1.000 W and your signal is 9+40 dB, if you use (under the same conditions) 1 watt, then your signal is 9+10 dB; so, if the QRM is under 9+20 dB, the QSO is possible.</p><p>If you use 100 watt, and your signal is 9+20dB, then, with 1 watt the signal is 9, with 5 watt the signal is 9+7dB, and with 100 mW the signal is 7+2dB.</p><p>If you use 100 watt, and your signal is 9, with 1 watt the signal is 5+4dB. Again, if the QRM is under 5+5dB, you can make QSO also with only 1 watt.</p><p>73 de IZ3AYQ<br /></p><p></p><br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3DFbuHCn6N-RbAS3i0APT_DEAyYrI4WG0g5WD6d5F3qeRVjrNlnovBt8gQ8ZCVb876Tj-j9w1IrF6XV8agMcJGoE10PP01sKuTAego_gbhhwUBj8h0Tj3cOpS2-Mf6t6bV3Kv50HN1qWqJD7sCzka0l2MgQliuIVcehh1QJPyYJAb8RGhQRSsRWDNthI/s2401/QRP_is_real_v2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2401" data-original-width="2305" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3DFbuHCn6N-RbAS3i0APT_DEAyYrI4WG0g5WD6d5F3qeRVjrNlnovBt8gQ8ZCVb876Tj-j9w1IrF6XV8agMcJGoE10PP01sKuTAego_gbhhwUBj8h0Tj3cOpS2-Mf6t6bV3Kv50HN1qWqJD7sCzka0l2MgQliuIVcehh1QJPyYJAb8RGhQRSsRWDNthI/w614-h640/QRP_is_real_v2.jpg" width="614" /></a></div><br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-33645321674483850402023-12-12T07:51:00.001+01:002023-12-13T12:22:04.810+01:00QRP and QRPp QSO during ARRL Contest on 10m<p> <span style="font-size: 17px;">On Saturday 9 and Sunday 10 I am participating a couple of hours in the ARRL contest in 28 MHz CW. I use my FT-818, with vertical, 10 m End fed antenna on fishing pole.</span><br />
<span style="font-size: 17px;">I decide to use 1 watt, given the open propagation. I immediately connect: RK4FD (2485 km, Penza), UA4CC (2561 km, Saratov), R8TT (3004 km, Orenburg). I lower the power using an attenuator, and using 500 milliwatts, I connect: RM9I (Tomsk, Asian Russia, 4967 km), UA4W (Izhevsk), UC9A (Chelyabinsk, Asian Russia, 3555 km). Given the good propagation and low QRM in band, I lower the power again to 100mW, hoping to get lucky. I call RM9I, already connected with 500mW, and he also listens to me with 100mW, but he says, sorry! already connected, and he is right, so he does not give me the RST report.</span><br />
<span style="font-size: 17px;">I try again with 100mW, and there it is: RD4A (Volgograd, 2444 km), RX9WN (Ufa, 3210 km), UC4P, R4GM ( Kuznetsk, 2594 km).</span><br />
<span style="font-size: 17px;">Best Dx: RM9I, WITH 0.5 W, and 4967 km;</span><br />
<span style="font-size: 17px;">Best Link: RX9WN, with 0.1 W, 3210 km, equaling 32100 km per W.</span><br />
<span style="font-size: 17px;">73 de IZ3AYQ Fabio</span></p><p><span style="font-size: 17px;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 17px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6OVeZbwffsu015-UXoL1yBwaZZJNOoI0PX0bpX8nTySF9O7jVNMZKk0hM7yi7kKoaF_S91XJbkBu0DlBSavOZcnWbpFHA3o2vKWieU7o_5dhnIprpXjSBTWLAqQTX_E1CByYVJpbzVnCsSM4MwXtub4BmF12vFUj2GtIkEYp1ddKM9g8FJGFC3kBCuZY/s528/RX9WN.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="336" data-original-width="528" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6OVeZbwffsu015-UXoL1yBwaZZJNOoI0PX0bpX8nTySF9O7jVNMZKk0hM7yi7kKoaF_S91XJbkBu0DlBSavOZcnWbpFHA3o2vKWieU7o_5dhnIprpXjSBTWLAqQTX_E1CByYVJpbzVnCsSM4MwXtub4BmF12vFUj2GtIkEYp1ddKM9g8FJGFC3kBCuZY/s320/RX9WN.PNG" width="320" /></a></span></div><span style="font-size: 17px;"><br /></span><br />
<p></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-35077769508799601892023-08-24T08:08:00.004+02:002023-08-24T17:52:20.833+02:00J-POLE FOR 145 MHz<p>The j-pole attached to the sun umbrella in Caorle, Adriatic sea. Qso done with Rimini, about 160 km, Monfestino, about 200 km, and Trieste. Power used: 3 watt.</p><p><br /></p><p></p><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/AVvXsEgS3UAnQ2UhHLBIpUa-vhQuMyLyP3ArV46kqYF7IzHa__85GhLR5A-xr8yti6f_hIsHCQyC-cC8nh-a7VrDaZd-lxe8q3oRGyqenW_CIvW6mpJaBYtfHD7dPml6WhnoBiXvekL22Ly8KThPNpTyGP90qaAGbyiFd2Y9y25rrpYTTbKKtEw_7lRycoC6HtQ/s4624/20230814_121804.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4624" data-original-width="3468" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS3UAnQ2UhHLBIpUa-vhQuMyLyP3ArV46kqYF7IzHa__85GhLR5A-xr8yti6f_hIsHCQyC-cC8nh-a7VrDaZd-lxe8q3oRGyqenW_CIvW6mpJaBYtfHD7dPml6WhnoBiXvekL22Ly8KThPNpTyGP90qaAGbyiFd2Y9y25rrpYTTbKKtEw_7lRycoC6HtQ/s320/20230814_121804.jpg" width="240" /></a></div><br /> 73 de IZ3AYQ <p></p><p><br /></p><p><br /></p><p> <br /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-64512711986207547502023-07-23T21:05:00.007+02:002023-07-24T07:58:59.104+02:00J-POLE ANTENNA FOR 145,5 MHz<p>An antenna to use with a portable rig for 145 MHz, FM. The antenna is detachable in two pieces, the longest being 1 metre.</p><p>An easy to build portable antenna for the holidays, at the sea or on the mountains.</p><p><span style="font-size: 17px;"><span style="font-size: 17px;">The antenna is constructed from two simple 1-metre aluminium bars, cut according to the measurements shown. The bars are fixed to a wooden support (if plastic is used, this is even better) with screws. Electrical contacts are made by means of holes in the bars and screws. There are additional free holes so that the electrical contacts can be moved and the resonance of the antenna can be calibrated.</span></span> <br /></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYHxLknCc-vm7wqjqd273GVuVrf4Y0Ni_E5vsMHd9vKN7DBmtOZC4Z03YVjs8Y0lo0tYOkgrUd5RAZyHLBxDFru_vAwQ0NycSHwE0ohbKEtyCmAhzJ6muaeLLDX0seY3d0SloDDMCrpTyGKTR278W2XQinQxEj2QCBkBIDbsVPqWYzaMKTFgbMdrSjHLQ/s4624/20230718_183921.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4624" data-original-width="3468" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYHxLknCc-vm7wqjqd273GVuVrf4Y0Ni_E5vsMHd9vKN7DBmtOZC4Z03YVjs8Y0lo0tYOkgrUd5RAZyHLBxDFru_vAwQ0NycSHwE0ohbKEtyCmAhzJ6muaeLLDX0seY3d0SloDDMCrpTyGKTR278W2XQinQxEj2QCBkBIDbsVPqWYzaMKTFgbMdrSjHLQ/s320/20230718_183921.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6TA1QgHOP1yO4AX-huXq3HM9RicDQxnErHQiWiUUsR4ObCqgpFEvL-OX0eRHQ_0F3iA8ZPu84F6rgbVI8mw1Wj0dtsBELlicav2sAMi9b_KzkhJsFWGCk3WJwUy_JyFw_Nb2K4mx3qhNoEySpEQ8V_GHlN21E6SQxpYnEzmtm1kyz9Bxri7rGkTG2twU/s4624/20230718_225056.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4624" data-original-width="3468" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6TA1QgHOP1yO4AX-huXq3HM9RicDQxnErHQiWiUUsR4ObCqgpFEvL-OX0eRHQ_0F3iA8ZPu84F6rgbVI8mw1Wj0dtsBELlicav2sAMi9b_KzkhJsFWGCk3WJwUy_JyFw_Nb2K4mx3qhNoEySpEQ8V_GHlN21E6SQxpYnEzmtm1kyz9Bxri7rGkTG2twU/s320/20230718_225056.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjldWaWN5APeXyg-ZxO-Eb4N5XeXNlHOfAyPhPk_x_byDqm4U7FyHpXFS7nLQNZXqwiFpprpIJJbMXYn70knyO1mQxBAhUKqquM4hMLwfKFYDruuOQtU97s_2jr7Clf4wol32MF8MjtpQFxIkpMFFfCk-uC2WSdXP3Rsy0gBDQoX9B8nUlZicHwW0g_9Xg/s4624/20230718_225251.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4624" data-original-width="3468" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjldWaWN5APeXyg-ZxO-Eb4N5XeXNlHOfAyPhPk_x_byDqm4U7FyHpXFS7nLQNZXqwiFpprpIJJbMXYn70knyO1mQxBAhUKqquM4hMLwfKFYDruuOQtU97s_2jr7Clf4wol32MF8MjtpQFxIkpMFFfCk-uC2WSdXP3Rsy0gBDQoX9B8nUlZicHwW0g_9Xg/s320/20230718_225251.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1wv5bhZ1m-S3fiVVs6Iv26mAH9l30-0q__ibABmwa62xZYRfkgIFMD9QU2mIUqDJIeGNmBG5zTFuvxXtgUn4wP9q6pZk7awnhCLKFFmIWoK7lBRDua_FQGgvVrviFm6fw9Q6f7slEUQktCoWxLsr1sVU7w_AERDcy5nv8TWYWkACP8_7_hn47keH-b2k/s4624/20230723_205504.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4624" data-original-width="3468" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1wv5bhZ1m-S3fiVVs6Iv26mAH9l30-0q__ibABmwa62xZYRfkgIFMD9QU2mIUqDJIeGNmBG5zTFuvxXtgUn4wP9q6pZk7awnhCLKFFmIWoK7lBRDua_FQGgvVrviFm6fw9Q6f7slEUQktCoWxLsr1sVU7w_AERDcy5nv8TWYWkACP8_7_hn47keH-b2k/s320/20230723_205504.jpg" width="240" /></a></div><p>73 de IZ3AYQ </p><p><br /></p><p><br /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-68735933805254632832023-06-14T16:52:00.001+02:002023-06-14T16:52:23.690+02:001 watt QSO<p>In circa 2 anni, effettuati più di 500 QSO CW con 1 solo watt; collegati 58 entities, 18 fields e 202 grid squares. Collegati: nord America, Europa, Africa ed Asia. Rig: FT-818; Ant: Shorty Multy (off center feed dipole, caricato linearmente, su balcone).</p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjIlPuvZ0XdVCo_YAdWpbYq6rkLqnEjImnat4wD8xe1CNqUdqtkj0Z69ILRe30oXciu5iMc6XtFZdAFlSOx4c4xXV5XQQRAkoPSNkPcTj8GRLaxoTtGKF_-qSIDYzRsGR0HiwlrjkWSvmmVn_IHhOd-pK04Q1xJWP8y4sqn2RR8B2idGmZx6FRgyh3/s1767/Screenshot_20230407_205130_Firefox.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1767" data-original-width="1080" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjIlPuvZ0XdVCo_YAdWpbYq6rkLqnEjImnat4wD8xe1CNqUdqtkj0Z69ILRe30oXciu5iMc6XtFZdAFlSOx4c4xXV5XQQRAkoPSNkPcTj8GRLaxoTtGKF_-qSIDYzRsGR0HiwlrjkWSvmmVn_IHhOd-pK04Q1xJWP8y4sqn2RR8B2idGmZx6FRgyh3/w392-h640/Screenshot_20230407_205130_Firefox.jpg" width="392" /></a></div><p>73 de IZ3AYQ Fabio </p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-89930483376564217682023-06-13T14:07:00.002+02:002023-06-13T14:07:35.245+02:00QRP calling on 20 m<p> Here is an example of morning propagation in june on 20 m, using 5 watt and Shorty Multy antenna with 4:1 UN-UN and no antenna tuner.</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLex34nsyPjjl-_eHQ6RkDbGUnO1tbuZyp273JmnQ3G6e9x1h1Bzvs6Dx64USanxwC02ifk9csYD-TynoE97xeddwI7T1j1djrbnfKiV34xFocRWvdqW6bsB1s6NzrjsSH7Z0yqWRxoUuGXATzKizNDBLtNe13MGD8nq9P7Ia5NaEMbcT6exJzonzg/s1686/Screenshot_20230610_114729_Firefox.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1686" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLex34nsyPjjl-_eHQ6RkDbGUnO1tbuZyp273JmnQ3G6e9x1h1Bzvs6Dx64USanxwC02ifk9csYD-TynoE97xeddwI7T1j1djrbnfKiV34xFocRWvdqW6bsB1s6NzrjsSH7Z0yqWRxoUuGXATzKizNDBLtNe13MGD8nq9P7Ia5NaEMbcT6exJzonzg/w256-h400/Screenshot_20230610_114729_Firefox.jpg" width="256" /></a></div><b>73 de IZ3AYQ Fabio </b><p></p><p><b> </b><br /></p><p><br /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-67535571373253899592022-01-08T16:24:00.007+01:002022-01-08T20:19:28.034+01:00A new Rig to build, the Micro-20<p>Here is a new rig to build, derived from Micro80 ( by RX3G, Oleg Borodin), and proposed by UY1IF, Alexey Martyntcov.<br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjBwLGAso6vGRaaXlA6oGIIFZdOSURBVh12I7zFw4zfIYsmDbhbHjx6OLqtJ4WznFqCuxaM8n_kMQGHYtJQJ_WBl4GvbhunNVgTk5CLm22jG4v5XEG1xawOC17IjFttHNd46pwOUbJEL9UbFWerVoeF_c5sZZucS9rKjKCTresvhIxqbvrpnY6lCg9I=s1102" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1102" data-original-width="1080" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEjBwLGAso6vGRaaXlA6oGIIFZdOSURBVh12I7zFw4zfIYsmDbhbHjx6OLqtJ4WznFqCuxaM8n_kMQGHYtJQJ_WBl4GvbhunNVgTk5CLm22jG4v5XEG1xawOC17IjFttHNd46pwOUbJEL9UbFWerVoeF_c5sZZucS9rKjKCTresvhIxqbvrpnY6lCg9I=w629-h640" width="629" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;">73 de IZ3AYQ, Fabio </div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /> <br /><p></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-20830701908206163472022-01-06T17:40:00.004+01:002022-01-06T17:42:12.874+01:00WSPR TEST ON 40M<p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;">Testing WSPR with 1 watt of power on 40 m; antenna is an Off Center Feed Dipole, linearly loaded, on the balcony, at 5 meters.</div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgjU3419hvrav7v9htjGA8QcLH--6mnpy6fAyAeyDC40j5crRp9D1bbRHTt5ZV9pxh_ebb5DC7D_lg-K02o6zXFxTOOrv27lVjRwMH9WwgUCm2SNk1Zu5XyUowtJhmMaw0XnSTcK2zEeIjUDGA7_wyN1r_IX5VL4EALKoPSYtyv2IkZ8shCMsdmyHth=s2400" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="2400" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEgjU3419hvrav7v9htjGA8QcLH--6mnpy6fAyAeyDC40j5crRp9D1bbRHTt5ZV9pxh_ebb5DC7D_lg-K02o6zXFxTOOrv27lVjRwMH9WwgUCm2SNk1Zu5XyUowtJhmMaw0XnSTcK2zEeIjUDGA7_wyN1r_IX5VL4EALKoPSYtyv2IkZ8shCMsdmyHth=w400-h180" width="400" /></a></div><br /><p></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-87069672946824136082021-12-26T18:15:00.002+01:002021-12-27T20:20:03.518+01:00The World seen by my 1 watt (in red) and by my 2,5 watt (in yellow)<p><b>In red: Fields reached by my 1 watt CW; in yellow: Fields reached by my 2,5 watt CW</b></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh3UhclHhDAhgaOFSrnbN1Ttl-bNMGvpK7ZajOG7QFzeynHgUaXJeO6R0DTt5B9ou_8kNAflIGLqsmTJSabIfVKseD9gsBaFIOlg2Virc4NEI62QV2_xQGRiLFIM-7CiHtgEDH3I0pn41Krnz5E_G2N7UMWPc9kViWvDvy0_NfSF2N8ciWnRDu37nx6=s1368" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="666" data-original-width="1368" height="312" src="https://blogger.googleusercontent.com/img/a/AVvXsEh3UhclHhDAhgaOFSrnbN1Ttl-bNMGvpK7ZajOG7QFzeynHgUaXJeO6R0DTt5B9ou_8kNAflIGLqsmTJSabIfVKseD9gsBaFIOlg2Virc4NEI62QV2_xQGRiLFIM-7CiHtgEDH3I0pn41Krnz5E_G2N7UMWPc9kViWvDvy0_NfSF2N8ciWnRDu37nx6=w640-h312" width="640" /></a></div><p><b>Antenna: OCF Dipole linear loaded (Shorty Multy), usually, on a balcony.</b><br /><b>Rig used: Yaesu FT-818 (1 watt) and EGV-40 (2,5 watt).</b><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi4cbP3IAAclCNZNEpmgIt9TRbKAEzKiifndZ9fJB29ukNxjZTcsAITWWQTG_0RrYFYGzGe6zSrV4nfamtWa1D9ciYlJZI0G6_iUfPPcF2cdaonmB8F3lOyEwPHZY5LyFNeMPtxoXLhj78hDHpyPNE2JTgT-YLxJl692hPr7Kd1dW3_MbVBIkdx_ft5=s4624" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3468" data-original-width="4624" height="300" src="https://blogger.googleusercontent.com/img/a/AVvXsEi4cbP3IAAclCNZNEpmgIt9TRbKAEzKiifndZ9fJB29ukNxjZTcsAITWWQTG_0RrYFYGzGe6zSrV4nfamtWa1D9ciYlJZI0G6_iUfPPcF2cdaonmB8F3lOyEwPHZY5LyFNeMPtxoXLhj78hDHpyPNE2JTgT-YLxJl692hPr7Kd1dW3_MbVBIkdx_ft5=w400-h300" width="400" /></a></div><p><br /></p><p>73 de IZ3AYQ</p><p></p><p> </p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com1tag:blogger.com,1999:blog-7810706008025340451.post-12163577437240674042021-07-13T10:32:00.004+02:002021-07-13T10:33:22.242+02:00Micro80 for 20 m<p><span style="font-family: arial;"><b> Micro80 for 20 m, new minimalist transceiver by Oleg Borodin, RX3G</b></span></p><p><span style="font-family: arial;"> A new minimalist transceiver, for 20m, 100 milliwatt of pure RF, CW; VXO from 14057,3 kHz to 14065,8 kHz.<b> <br /></b></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibm6pMQFpvWGfLKIuW_2DWJweBX77ZGTSfTfE1TYW1R-oJv41MAJ0XBV49UQB4vNGtilIZIwWt07c9blEBSApV6j-8QXDGmMf464u6W1vmCxk7P_o1gT4bayncPiMD_GQFXLjJ_3PB-WQ/s888/FB_IMG_1620713746748.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="647" data-original-width="888" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibm6pMQFpvWGfLKIuW_2DWJweBX77ZGTSfTfE1TYW1R-oJv41MAJ0XBV49UQB4vNGtilIZIwWt07c9blEBSApV6j-8QXDGmMf464u6W1vmCxk7P_o1gT4bayncPiMD_GQFXLjJ_3PB-WQ/w400-h291/FB_IMG_1620713746748.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsO_Vl0zcPRbfTUye_j6nv_VrmOG6W6qQi8VYfNgIlaFKE5vk4ooL4zWI9XRhYUdy6m0QEJP2PT2zu4yUwwxc6age0zemYmL7Ha8lyD5CNRNLHcm5w8gSTEj7VHZ7b6xRz9GXd8URfHBk/s592/Micro80_for_20_schema.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="454" data-original-width="592" height="490" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsO_Vl0zcPRbfTUye_j6nv_VrmOG6W6qQi8VYfNgIlaFKE5vk4ooL4zWI9XRhYUdy6m0QEJP2PT2zu4yUwwxc6age0zemYmL7Ha8lyD5CNRNLHcm5w8gSTEj7VHZ7b6xRz9GXd8URfHBk/w640-h490/Micro80_for_20_schema.jpg" width="640" /></a></div><br /><p><span style="font-family: arial;">73 de IZ3AYQ</span><br /></p><p><br /></p><p><br /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-34286916277075584032020-12-13T16:37:00.006+01:002020-12-13T18:42:08.249+01:00Minimalist QRP Book V5.3<p><span style="font-family: arial;"> Here is the new version of the minimalist QRP book; simple projects of RTX, TX and RX for QRP.</span></p><p><a href="https://drive.google.com/file/d/1dw61-PQ-4JA9feh93H_KrldD4RpN1zZT/view?usp=sharing">Minimalist QRP book</a></p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE3yFt0J9_othAYvOQfEob9q3ZjeHGoauZua6emrzZsKhLB8Px08eYv05fqNBadhYOh-i96jRtRrPBXzRyWTXivUTLDlcPbtu72Qck-XEsN3KVizZU8PKFK_onAm4PQHG0DWfER5tlXPM/s796/FB_IMG_1601877293182.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="444" data-original-width="796" height="357" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE3yFt0J9_othAYvOQfEob9q3ZjeHGoauZua6emrzZsKhLB8Px08eYv05fqNBadhYOh-i96jRtRrPBXzRyWTXivUTLDlcPbtu72Qck-XEsN3KVizZU8PKFK_onAm4PQHG0DWfER5tlXPM/w640-h357/FB_IMG_1601877293182.jpg" width="640" /></a></div><br /> <span style="font-family: arial;">73 de IZ3AYQ</span><p></p><p><br /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com2tag:blogger.com,1999:blog-7810706008025340451.post-72088797151930979432020-08-11T10:03:00.007+02:002020-08-11T21:45:40.285+02:00Testing the "Shorty Multy" Antenna<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMICw4VSIr6avOUPGvDqAecLXDpYoJlHP-q2RTSBAhnQtEv1iOxZ7XtiIOWpyO5xlnIMw1LoS_jM_Rk51-Lfm7isqTuALVOHROTuGQvif8YYq35x-ko6XFfP8JsCJbmP5JjESKJioOaEM/s2048/20200609_201053.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMICw4VSIr6avOUPGvDqAecLXDpYoJlHP-q2RTSBAhnQtEv1iOxZ7XtiIOWpyO5xlnIMw1LoS_jM_Rk51-Lfm7isqTuALVOHROTuGQvif8YYq35x-ko6XFfP8JsCJbmP5JjESKJioOaEM/s640/20200609_201053.jpg" width="640" /></a></div> During 7 months, using QRP and QRPp power (1 watt in 88 QSO, 2,5 watt in 100 QSO, 3 watt in 19 QSO and 5 watt in116 QSO) i was able to connect these countries:<p></p><p>3V Tunisia, 3Z and OZ Denmark, 4O Montenegro, 4X and 4Z Israel, 5B and P3 Cyprus, 9A Croatia, AA and K and W U.S.A., AM and AO and EA Spain, CR3 Azores Islands, D Germany, E7 Bosnia, EA8 Canary Islands, EA6 Balearic Islands, ES Estonia, EU EW Belarus, F France, G and M England, GI Northern Ireland, GM Scotland, HA and HG Hungary, I Italy, IS0 Sardinia Island, SV Greece, KP Virgin Islands, LA Norway, LY Lithuania, LZ Bulgary, OH Finland, OK Czech Republic, OM Slovak Republik, ON Belgium, OY Faer Oer Islands, PA Nederlands, UA R Russia, UA9 Asiatic Russia, SM Sweden, SP Poland, US Ucraina, YL Latvia, YO Romania, YU and YT Serbia, Z3 Macedonia.</p><p>So we can say that i had good results, considering that it is a short and stealth antenna. </p><p>73 de IZ3AYQ <br /></p><p><img alt="" 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" /></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com1tag:blogger.com,1999:blog-7810706008025340451.post-20990855711932839572020-08-10T16:30:00.003+02:002020-08-10T18:39:34.790+02:00End Fed Zeppelin Antenna<p> This is an End Fed Zeppelin Antenna; it is very short and it can be used from 40 to 10 meters, with antenna tuner. I uset a kit from <a href="https://www.qrphamradiokits.com">https://www.qrphamradiokits.com ; </a>the kit divide the impedence by 49.</p><p>The lenght of the counterpoises is experimental.<br /></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1MywfURYMQSMpWJ7E4vNnifwYwWg5y1KFpVQRCBJ6Ed-uIDV6B_40FO3NGjUUIJPCcwfqsvnBTlWYoB3YVqeLGEGoXcV1fcJjykWBAntNWjYyf_ZH9N9LSozCGfU85cPe88Mq_R_BfOY/s2048/20200717_191136.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1MywfURYMQSMpWJ7E4vNnifwYwWg5y1KFpVQRCBJ6Ed-uIDV6B_40FO3NGjUUIJPCcwfqsvnBTlWYoB3YVqeLGEGoXcV1fcJjykWBAntNWjYyf_ZH9N9LSozCGfU85cPe88Mq_R_BfOY/s640/20200717_191136.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;"> </div><div class="separator" style="clear: both; text-align: left;">73 de IZ3AYQ</div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-59201426373992514152020-07-30T08:28:00.004+02:002020-07-30T13:52:27.703+02:00Around the World AwardA new Award by QRP CLUB 72 and Group 14060 (you can find in Facebook): you must make enough 2-way QRP qso to reach a total distance of 40.000 km<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpoZ05Co75SdhIr3ZTqUqEoDak3tE_UxzgVsvhc-piIjC9fkhNdlakjqzvZuCyI8e3Nftv2G6shAoFkO63PGpxI-ey1OT3gN9_cVKBZ5SVGfJvDiIxbFcA5740EXopcPCOFaucvECe0Ik/s1600/FB_IMG_1596090151190.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1080" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpoZ05Co75SdhIr3ZTqUqEoDak3tE_UxzgVsvhc-piIjC9fkhNdlakjqzvZuCyI8e3Nftv2G6shAoFkO63PGpxI-ey1OT3gN9_cVKBZ5SVGfJvDiIxbFcA5740EXopcPCOFaucvECe0Ik/s400/FB_IMG_1596090151190.jpg" width="400" /></a></div>
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73 and 72 de IZ3AYQ<br />
<br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-73632305197563062742020-04-12T21:40:00.001+02:002020-04-12T21:40:04.733+02:00Minimalist QRP Book<span style="font-size: small;"><span style="font-family: Georgia, "Times New Roman", serif;">Here is a link to the <b>Minimalist QRP Book: </b></span></span><br />
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjasmMeSWTglAxDLeVioQZKPGkmtdF0DjuQcaduPmAkgtdcbLGkPyh7-casYK7b5SooguzRhSzZMS_hL1ma-JhcpWiSU9ahu8PzVn5l3kWHmXnAHidO4C4Sw_PO9e0jxQxnXwd7EmMQ0Vg/s1600/ra7ra2018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="456" data-original-width="610" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjasmMeSWTglAxDLeVioQZKPGkmtdF0DjuQcaduPmAkgtdcbLGkPyh7-casYK7b5SooguzRhSzZMS_hL1ma-JhcpWiSU9ahu8PzVn5l3kWHmXnAHidO4C4Sw_PO9e0jxQxnXwd7EmMQ0Vg/s320/ra7ra2018.jpg" width="320" /></a></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia, "Times New Roman", serif;"><a href="https://drive.google.com/file/d/1l8fkEA6lh3rI30FP7FUp6NTQwR6BZujA/view?usp=sharing" target="_blank">Minimalist QRP Book</a></span></span><br />
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<span style="font-size: small;"><span style="font-family: Georgia, "Times New Roman", serif;">This book aims to collect and share knowledge related to the art of QRP. There are many schemes and projects available on the web, but after some time some schemes disappear if the sites are no longer maintained.<br />It is therefore a question of collecting this knowledge and trying to give as complete an overview as possible of this branch of radiantism.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Georgia, "Times New Roman", serif;">73 de IZ3AYQ</span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia, "Times New Roman", serif;"> </span></span>iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com2tag:blogger.com,1999:blog-7810706008025340451.post-19822726794235631542020-03-07T15:00:00.000+01:002020-03-07T15:00:01.206+01:00How to trasform a 40 m Pixie into a 20 m Pixie <br />
These are the changes identified on the scheme; they have not yet been tested, but welcome if anyone wants to do so.<br />
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First of all the general schema of the "Frog" Pixie with the changes:<br />
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The changes on the output filter:<br />
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The change of the crystal, near the mixer-oscillator NE602:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2r4ZrQRwCXFNSwiOi6FfdKQZQP1532rqI0lMS278fcnGjNALu5PfY5to9oG0vuUCc__hoAWo0_nxdaIPtD4Vhjzx0ags1mdD-5mpBpiOd4k3vhS9G-gGlXc0tmoPyEYUhSp21FM4N4Gg/s1600/20200307_131544.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/AVvXsEj2r4ZrQRwCXFNSwiOi6FfdKQZQP1532rqI0lMS278fcnGjNALu5PfY5to9oG0vuUCc__hoAWo0_nxdaIPtD4Vhjzx0ags1mdD-5mpBpiOd4k3vhS9G-gGlXc0tmoPyEYUhSp21FM4N4Gg/s320/20200307_131544.jpg" width="240" /></a></div>
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Changes in the input resonating filter: the ceramic resonator at 7023 khz is replaced by an inductor that resonates with the capacitor (22 pF) at 14060.<br />
All must to be tested.<br />
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73 de IZ3AYQ<br />
<br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com1tag:blogger.com,1999:blog-7810706008025340451.post-45284107562691652172020-02-26T18:26:00.000+01:002020-02-26T18:26:29.197+01:00MTRX20A MINIMALIST TRANSCEIVER, by RX3G<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKMWXD2xRAM_GhhK5-gwk-4aRsbs8to-8aUaSP3fEc60xHf6IYXoFdhzIWgv5Jy5G53yxJ4MEB79C3Mubj1DcGyVLn5n_xJTyFxJNtOBoccZPUrbZVs_wIZ3VBg_ALsoq00YgKmGRvpJM/s1600/MTRX20RX3G.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="378" data-original-width="638" height="377" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKMWXD2xRAM_GhhK5-gwk-4aRsbs8to-8aUaSP3fEc60xHf6IYXoFdhzIWgv5Jy5G53yxJ4MEB79C3Mubj1DcGyVLn5n_xJTyFxJNtOBoccZPUrbZVs_wIZ3VBg_ALsoq00YgKmGRvpJM/s640/MTRX20RX3G.png" width="640" /></a></div>
<span id="goog_676569833"></span><span id="goog_676569834"></span>73 de IZ3AYQ<br />
<br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-5153877172835179032020-02-17T20:44:00.003+01:002020-02-17T21:15:34.725+01:001 BJT Transceiver by HA4OOThis is an incredible micro transceiver: only 1 transistor, and less tha 100mW of power for a QRPx RIG. Very essential; only a few components.<br />
Some QSO have been done on the first skip on 20 m during last ARRL contest.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdQbUO13FPjA6LiELRuU5iwGyAguKLgssRym3N1JrohZuW7OFTYJ3N4K-n5L8EndUmZ1cEbvUeaPixHwEg18dFYVLRBb8Tz0xCIa2lmyQS7Yl3sHJPrOZRzggfO8Vay4NM652zC9wpFdM/s1600/1bjt_micro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="716" data-original-width="787" height="580" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdQbUO13FPjA6LiELRuU5iwGyAguKLgssRym3N1JrohZuW7OFTYJ3N4K-n5L8EndUmZ1cEbvUeaPixHwEg18dFYVLRBb8Tz0xCIa2lmyQS7Yl3sHJPrOZRzggfO8Vay4NM652zC9wpFdM/s640/1bjt_micro.jpg" width="640" /></a></div>
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73 de IZ3AYQ<br />
<br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com1tag:blogger.com,1999:blog-7810706008025340451.post-64252094073802733632019-12-26T10:29:00.001+01:002019-12-26T10:29:42.217+01:00Testing on the air the "Shorty Multy"<span style="font-family: "arial" , "helvetica" , sans-serif;">I tested for a month (from 22/11/2019 to 22/12/2019) the "Shorty Multy" on the air, to verify the possibility of making QSO with this short antenna, first of all in 40 meters. It was easy to do it, and the answer was generally the first time. On 40 meters i was QRO (10 watt); on the other bands i was QRP with less than 5 watt ( usually 3 or 2 or , 1,8 watt).</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglkpfOpXsZJnBvcntascM_f3hsmDPol4wIhjEnXeJHS5EonBZfTaDBgRiNcfIyyzvCDG4i-kOdR9mS7x850XbOOh6OQezpAvDKrLO-yyU4RkbhOrGSULfX0SmGjskDIsQPuZ3Krv7Ls9Q/s1600/T1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglkpfOpXsZJnBvcntascM_f3hsmDPol4wIhjEnXeJHS5EonBZfTaDBgRiNcfIyyzvCDG4i-kOdR9mS7x850XbOOh6OQezpAvDKrLO-yyU4RkbhOrGSULfX0SmGjskDIsQPuZ3Krv7Ls9Q/s1600/T1.jpg" /> </a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">73 de IZ3AYQ</span> </div>
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iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com1tag:blogger.com,1999:blog-7810706008025340451.post-80393291790378418002019-12-22T10:39:00.002+01:002019-12-22T21:34:03.734+01:00The SHORTY MULTY<span style="font-family: "arial" , "helvetica" , sans-serif;">My new antenna used with good results on 40m, 20m, and 15m. Here is the schema.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdR1jGr_pppddI6kvXxhuN9mWmYQUyDvmAaXpZ0wqskYLmX3lf9jRJf8vf_aaBqUmUvEBFKoqeNlT6a7l2HpaGGsZfMetbOoT-Gc4k7tfc0VrXcOhy8EOv0nJI_4OY-GsgwIOjAIumV04/s1600/Ant_shorty_multy_v1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1123" data-original-width="794" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdR1jGr_pppddI6kvXxhuN9mWmYQUyDvmAaXpZ0wqskYLmX3lf9jRJf8vf_aaBqUmUvEBFKoqeNlT6a7l2HpaGGsZfMetbOoT-Gc4k7tfc0VrXcOhy8EOv0nJI_4OY-GsgwIOjAIumV04/s640/Ant_shorty_multy_v1.jpg" width="452" /> </a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The antenna in the origin was an OCF (off center feed dipole), of 21 meters; this is a simulation of the OCF (not linear loaded):</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-fAFDHBXpe9ejXle75sstqsOOBLEA5v6_omMYBEwKAxEJWYieHYMqzLouMfzujGRZeb25fyBSmwrsMg8erALSmwC9-Gr6M-F4eLz77tg_2pPg2hjdno-AMUaCrFcwKZTz4KbmPzjkBsE/s1600/OCF_21m.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="704" data-original-width="1057" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-fAFDHBXpe9ejXle75sstqsOOBLEA5v6_omMYBEwKAxEJWYieHYMqzLouMfzujGRZeb25fyBSmwrsMg8erALSmwC9-Gr6M-F4eLz77tg_2pPg2hjdno-AMUaCrFcwKZTz4KbmPzjkBsE/s640/OCF_21m.jpg" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The OCF was too long for my balcony, so i tried a new configuration: now it is a 23,4 OCF dipole, linear loaded. </span><span style="font-family: "arial" , "helvetica" , sans-serif;">The center of the cable is attached to the vertical part, that is the aluminium tube.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">I use it with my micro Bitx, with 10 Watt on 40 m, 3 watt on 20 m and 1,8 watt on 15 meters with very good result (in 20 m and 15 meters i work QRP, with less of 5 watt !!!). I use a Kenwood AT-130 antenna tuner to tune it. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In the next post i will report my testing. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">73 de IZ3AYQ</span></div>
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iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com3tag:blogger.com,1999:blog-7810706008025340451.post-19855795785404163552019-12-15T20:04:00.002+01:002019-12-15T20:11:16.520+01:00QRPx<div style="text-align: justify;">
QRPx: collegamenti radio con potenza inferiore ai 100 mW. Difficile ma possibile! Molti appassionati abbassano la potenza fino a livelli di 80 mW, 50 mW, fino a 10 mW o 1 mW per collegamenti sfidanti.</div>
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Ancora meglio, costruiscono in modo minimale un trasmettitore con pochissimi componenti e bassa potenza, come quello che segue, denominato "Vanguard", di Oleg Borodin, RX3G (ex RV3GM):</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLOxjMbJGH3spd3DRORvr61JB_H2Wzf0EqBFJ5m3x4aXLM06KgQToXfrC9ziziG9YKIpRRcWLsW2s3vqgWjwFPVdNnGDNJ3JgJPSoMuk0XblnHpFO8S_RVOpPuc_QTFloiJDDxtrKyK7k/s1600/tx-ckt-rus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="254" data-original-width="382" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLOxjMbJGH3spd3DRORvr61JB_H2Wzf0EqBFJ5m3x4aXLM06KgQToXfrC9ziziG9YKIpRRcWLsW2s3vqgWjwFPVdNnGDNJ3JgJPSoMuk0XblnHpFO8S_RVOpPuc_QTFloiJDDxtrKyK7k/s400/tx-ckt-rus.jpg" width="400" /></a></div>
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Oleg lo usa con una Yagi 3 elementi, ma essendo la potenza di circa 80 mW, anche supponendo 6 dB di guadagno, che equivarrebbero a 320 mW sul radiatore isotropico (circa 4 dB di guadagno sul dipolo), è una grande sfida fare questi collegamenti.<br />
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La pagina del Club 72 è molto interessante, perchè questi circuiti sono usati e non sono solo un esercizio di semplicità:<br />
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<a href="http://club72.su/" target="_blank">Link al Club 72</a><br />
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Ci sono anche altri trasmettitori analoghi, ne documento qualcuno:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4h2j6CR7CMiVF7j53Bljka_YwoZ0crEVVjNtDcQW9EClJMnWBwCW7QS2VIIz8cVBZcCXf6WSfZaaWFMxKa7gM1XjyUUhhBoEqj-pBUl2a1U5by5hcnKpA9BDEKvckZHuL7HoyvDoTJA/s1600/pititico_40m_TX.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="278" data-original-width="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4h2j6CR7CMiVF7j53Bljka_YwoZ0crEVVjNtDcQW9EClJMnWBwCW7QS2VIIz8cVBZcCXf6WSfZaaWFMxKa7gM1XjyUUhhBoEqj-pBUl2a1U5by5hcnKpA9BDEKvckZHuL7HoyvDoTJA/s1600/pititico_40m_TX.gif" /></a></div>
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Ed aggiungo il famoso MMM (Michigan Mighty Mite):</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-anG4dmeiTpM1TBwpo9NyY0uHmFypnpQV_6ASFT86R1-UmJU6C4ozUIPYulIip-lXj3TD203JBNxs1LbM35uZ1MxgaHvnYGug5gyOzk-m0u9Kd9aVtZLGgSoIRaol8SrWhk5nhzOibP4/s1600/MMM_40m.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="637" data-original-width="616" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-anG4dmeiTpM1TBwpo9NyY0uHmFypnpQV_6ASFT86R1-UmJU6C4ozUIPYulIip-lXj3TD203JBNxs1LbM35uZ1MxgaHvnYGug5gyOzk-m0u9Kd9aVtZLGgSoIRaol8SrWhk5nhzOibP4/s400/MMM_40m.jpg" width="385" /></a></div>
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<span style="font-family: Georgia, "Times New Roman", serif;">73 de IZ3AYQ</span></div>
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iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-78850825089426595342019-12-03T21:04:00.003+01:002019-12-03T21:04:38.699+01:00Simple audio amplifier<b>Simple audio amplifier with TDA2003</b><br />
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This audio amplifier<b> </b>can be easily used with rigs like Pixie, or Microbitx to reach the audio output power of about 10W.<b> </b>Very easy to do, you can find kits for about 1 or 2 euro in the Internet.<b> </b>Vcc can reach 18 V.<b><br /></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfYc-CSSVyh4gfHZyOZvx0EXPJ-C1HXkHEgXG0H9f47Bm0iLE7PTklSpxHEWSsBxKqCscdiupigKT9SQ3b0YhswGoQYaS_4ZgG2UupwHgl6r0vRoN4h8eyl5D25IgRliIUv3lsac776S0/s1600/tda2003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="436" data-original-width="793" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfYc-CSSVyh4gfHZyOZvx0EXPJ-C1HXkHEgXG0H9f47Bm0iLE7PTklSpxHEWSsBxKqCscdiupigKT9SQ3b0YhswGoQYaS_4ZgG2UupwHgl6r0vRoN4h8eyl5D25IgRliIUv3lsac776S0/s640/tda2003.jpg" width="640" /></a></div>
73 de IZ3AYQiz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-79585103607962903432019-11-17T00:47:00.003+01:002019-11-17T14:48:45.215+01:00Testing an Off Center Feed Dipole<span style="font-family: "arial" , "helvetica" , sans-serif;">I tested my new<b> Off Center Feed Dipole, for restricted space:</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- in a balcony on 5 meters and on a tree; </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">- total lenght 21 meters, but folded and linear loaded.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">It is a strange Antenna, but resonate easily (with a tuner) on 10 m, 15 m, 17 m, 20 m, 30m, 40 m and 60 m; with some SWR on 80 m, but with bad result on 80 m. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">In 20 m and 15 meters we have a good result; in 40 meters only a sufficient result, but you can be on the air, if you have problems of restricted space.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEindmbM_VcUlYejbl2K572ZbetzLM3sEErT43zF0wBBuPr74unEC7ZP-o1Zp9IbG4ynrhoreBawiT7CwfvN3VSSksChCNeCa4xVkwz0w-i1n2PhA7DsraefpbUGy835c3pdHNt-17Ambuw/s1600/OCFD.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEindmbM_VcUlYejbl2K572ZbetzLM3sEErT43zF0wBBuPr74unEC7ZP-o1Zp9IbG4ynrhoreBawiT7CwfvN3VSSksChCNeCa4xVkwz0w-i1n2PhA7DsraefpbUGy835c3pdHNt-17Ambuw/s640/OCFD.jpg" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tested with:</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">- 4 watt in 20 meters</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">- 10 watt in 40 meters</span><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">73 de IZ3AYQ</span></b><br />
<br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com0tag:blogger.com,1999:blog-7810706008025340451.post-44776929830763694912019-10-03T12:43:00.005+02:002019-10-03T12:47:18.733+02:00The 1watt game<br />
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Objective: a short QRPP CW game on the 20 m band. All radio amateurs and SWL's are cordialy invited.<br />
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Date: 20 october, 09 to 12 utc<br />
Band: 20 m, 14060 +/- 10 kHz<br />
Power: max 1 watt<br />
Operation: only CW<br />
CALL: CQ 1W<br />
Exchange: rst + maidenhead locator (eg: 559 jn21la) - additional informations like power, rtx, antenna... is welcome.<br />
Score: the distance in km between 2 locators (eg. 2360 km for 2360 points)<br />
Total score: sum of all qso point.<br />
Log: email your score to on6kz@skynet.be<br />
Add the text: me, (your call), i declare that i managed a total of xxx qso, my best result is xxx points.<br />
Log deadline: 1 nov. 2019<br />
Nominees: award for the winner, the best dx, funiest location (if outdoor), original home brew, lowest power.<br />
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73 de IZ3AYQ<br />
<br />iz3ayqhttp://www.blogger.com/profile/17915214783252422292noreply@blogger.com1tag:blogger.com,1999:blog-7810706008025340451.post-44998956026479348062019-09-18T19:01:00.000+02:002019-10-03T12:46:12.114+02:003 more QRP tx<div class="separator" style="clear: both; text-align: center;">
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Qrp transceiver 20 m by G0KJK</div>
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(Put 1000 ohm in series with the red led)</div>
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73 de iz3ayq</div>
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