tag:blogger.com,1999:blog-43419105520760251942024-02-20T19:44:06.213+02:00SV9RHE & LZ1RHEUnknownnoreply@blogger.comBlogger37125tag:blogger.com,1999:blog-4341910552076025194.post-65683746296096181062022-02-13T18:16:00.004+02:002022-02-13T18:16:37.082+02:00Ο δημιουργός του APRS, WB4APR, Silent Key<p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg26ZVHgehC9xK9sdK1yvdzrpBUYh7n-E5KsK6gxYaZszR6bMY27SQIBMxL-Ff8LoqAjhBhfTMHzk8wg20Q_YJ9S71djobLvGCmrNJVhddBg0JHh9QisSsn5HxML4sbg-s2A08F3oPgi0dt4M4L_pVzmm81vX2Z_DUMRZZkVB_kXAnzxA2j7iWiHv4zrg=s400" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="201" data-original-width="400" height="161" src="https://blogger.googleusercontent.com/img/a/AVvXsEg26ZVHgehC9xK9sdK1yvdzrpBUYh7n-E5KsK6gxYaZszR6bMY27SQIBMxL-Ff8LoqAjhBhfTMHzk8wg20Q_YJ9S71djobLvGCmrNJVhddBg0JHh9QisSsn5HxML4sbg-s2A08F3oPgi0dt4M4L_pVzmm81vX2Z_DUMRZZkVB_kXAnzxA2j7iWiHv4zrg=s320" width="320" /></a></div>Ο δημιουργός του Automatic Packet Reporting System (APRS) Bob Bruninga, WB4APR, απεβίωσε στις 7 Φεβρουαρίου 2022.<p></p><p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Το
APRS ξεκίνησε το 1982, όταν ο Bruninga έγραψε το πρώτο του πρόγραμμα που σχεδίαζε τις θέσεις των πλοίων του Αμερικανικού
Ναυτικού για την πλατφόρμα Apple II. </span><span style="vertical-align: inherit;">Μερικά
χρόνια αργότερα, ανέπτυξε αυτό που ονόμασε Connectionless Emergency
Traffic System (CETS) στις πλατφόρμες VIC-20 και C64 για ψηφιακές
επικοινωνίες πακέτων για την υποστήριξη ενός αγώνα αντοχής. </span><span style="vertical-align: inherit;">Το
πρόγραμμα μεταφέρθηκε στην πλατφόρμα IBM PC το 1988 και μετονομάστηκε
σε APRS το 1992. </span></span></p>
<p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ο
συντάκτης του ARRL, Ward Silver, N0AX, θυμήθηκε τον Bruninga ως εξής:
«Ο Μπομπ συνέχιζε να ωθεί το APRS πέρα από την αρχή του ως σύστημα
αναφοράς θέσης. </span><span style="vertical-align: inherit;">Ανέπτυξε
και βοήθησε στην εφαρμογή πολυάριθμων άλλων χρήσεων του APRS για την
υποστήριξη αυτού που έχει γίνει «Ham Radio of Things», με μεγάλες
δυνατότητες για μελλοντικές ραδιοερασιτεχνικές εφαρμογές. </span><span style="vertical-align: inherit;">Το μακρόπνοο όραμα και η φαντασία του Μπομπ ήταν τόσο καλά όσο γίνεται».</span></span></p>
<p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ο
Bruninga καθοδήγησε τους δόκιμους αξιωματικούς του USNA στην κατασκευή και
εκτόξευση ερασιτεχνικών ραδιοφωνικών δορυφόρων και CubeSats, ξεκινώντας
με το PCsat το 2001. Ο PCsat ήταν ο πρώτος δορυφόρος που ανέφερε
απευθείας την ακριβή θέση του στους χρήστες μέσω της ενσωματωμένης
μονάδας GPS του. </span><span style="vertical-align: inherit;">Τα επόμενα διαστημόπλοια USNA περιελάμβαναν ικανότητα PSK31 (HF σε UHF) και άλλες καινοτομίες.</span></span></p>
<p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Ο
σύνδεσμος ARRL του Ερασιτεχνικού Ραδιοφώνου στον Διεθνή Διαστημικό
Σταθμό (ARISS) Rosalie White, K1STO, υπενθύμισε ότι ο Bruninga
παρακολούθησε πολλές συναντήσεις ARISS-International και «τεράστια» συμβολή στις δραστηριότητες του ARISS APRS, καθοδηγώντας μια ομάδα
στην ανάπτυξη πρωτοκόλλων και λογισμικού για ταχεία ανταλλαγή μηνυμάτων
μέσω αυτόματων πακέτων δεδομένων.<br /></span></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-78146640715510025142019-11-30T21:04:00.000+02:002019-12-01T02:10:13.616+02:00Συνελήφθη (και) για φορητό ασύρματο<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVV63Pojm4-iHHVKa_tlbF4RBY76PQrUKFHKqH6DoZrVoJwkNunwJg2QWUCRvi-2pDLLdthDtNmghxXgUDNMlSxeSxsP5UXMmkCOmKs77ribXcPQ3bDhj79bvFboj0t1sKmIZS-lQ1dEsf/s1600/Foritos_Livadia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="979" data-original-width="540" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVV63Pojm4-iHHVKa_tlbF4RBY76PQrUKFHKqH6DoZrVoJwkNunwJg2QWUCRvi-2pDLLdthDtNmghxXgUDNMlSxeSxsP5UXMmkCOmKs77ribXcPQ3bDhj79bvFboj0t1sKmIZS-lQ1dEsf/s320/Foritos_Livadia.jpg" width="176" /></a>Συνελήφθη από αστυνομικούς
της Ομάδας ΔΙΑΣ του Αστυνομικού Τμήματος Λιβαδειάς, ένας 44χρονος
ημεδαπός, κατηγορούμενος για παραβάσεις νομοθεσίας περί όπλων και
ραδιοσταθμών.
<br />
Ειδικότερα, σε έλεγχο που διενεργήθηκε στον 44χρονο, βρέθηκαν στην κατοχή του και κατασχέθηκαν όπλα και φορητός ασύρματος, για την κατοχή του οποίου στερούταν της απαιτούμενης άδειας ραδιοερασιτέχνη.<br />
Επισημαίνεται και πάλι, ότι η κατοχή πομποδεκτών εκτός LPD και PMR, είναι παράνομη. <br />
Πολλοί μάλιστα που αγοράζουν ακόμα και από γνωστά καταστήματα, παραπλανιούνται ή δεν ενημερώνονται σωστά για τη νομιμότητα του εξοπλισμού που αγοράζουν. Ετσι, αρκετά καταστήματα όπως καφετέριες, μπαρ, κλπ, αλλά και κυνηγοί, ψαράδες, κλπ, σε έλεγχο είναι πολύ πιθανό να αντιμετωπίσουν τις συνέπειες του νόμου.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-35109535968118663322019-08-31T14:28:00.000+03:002019-08-31T14:41:06.427+03:00Ασφαλής η μπάντα των 2m<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: inherit;"><span style="font-size: x-small;"><span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirTT6o85Nqj7z3J5wd5UpD87D8_GPD61tKlPyZXQ6uf8bLDfirjYjrI3saie-yzdAi6GeseO_SEQqcacN3CSfV8ZQvAkkSvz9c-z94ySkHzHuowj60rh19z7v2c-rsxzcBhj4KNHcUcK5A/s1600/stratobus-strikeout.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1131" data-original-width="1600" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirTT6o85Nqj7z3J5wd5UpD87D8_GPD61tKlPyZXQ6uf8bLDfirjYjrI3saie-yzdAi6GeseO_SEQqcacN3CSfV8ZQvAkkSvz9c-z94ySkHzHuowj60rh19z7v2c-rsxzcBhj4KNHcUcK5A/s400/stratobus-strikeout.png" width="400" /></a></span></span></span></span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><b>Οπως δείχνουν τα πράγματα, ο κίνδυνος για τα 2m φαίνεται να πέρασε. Ζητήθηκε από τη Γαλλία / Thales να ξαναγράψει την πρότασή της και οποιαδήποτε αναφορά στην μπάντα144-146MHz να αφαιρεθεί. </b></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><b>Η ομάδα προετοιμασίας για τη συνεδρίαση της CERT που συνεδρίασε στην Αγκυρα, κατέληξε στα παρακάτω:</b></span><br />
<ul style="text-align: left;">
<li><span style="font-family: inherit;"><span style="font-size: small;">Συμφωνία με την Ευρωπαϊκή Κοινή Πρόταση (European Common Proposal – ECP) για την εκχώρηση της συχνότητας 50-52 MHz στην Υπηρεσία Ραδιοερασιτέχνη στην Περιοχή 1 σε δευτερεύουσα βάση, με υποσημείωση στην οποία θα αναφέρονται οι χώρες όπου η εκχώρηση της συχνότητας αυτής στη Υπηρεσία Ραδιοερασιτέχνη είναι σε πρωτεύουσα βάση (Θέμα Ημερήσιας Διάταξης WRC αρ. 1.1)</span><span style="font-size: small;"> </span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Συμφωνία με την πρόταση ECP ότι το φάσμα για Διεθνείς Κινητές Τηλεπικοινωνίες δεν θα περιλαμβάνει πλέον την ραδιοερασιτεχνική συχνότητα 47 – 47.2 GHz σε πρωτεύουσα βάση (Θέμα Ημερήσιας Διάταξης WRC αρ. 1.13)</span><span style="font-size: small;"> </span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Συμφωνία με την πρόταση ECP να διατηρηθεί η τρέχουσα κανονιστική διάταξη στη μπάντα συχνοτήτων 5725-5850 MHz, που περιλαμβάνει εκχώρηση στην Υπηρεσία Ραδιοερασιτέχνη και στην Υπηρεσία Ραδιοερασιτέχνη μέσω Δορυφόρου σε δευτερεύουσα βάση (Θέμα Ημερήσιας Διάταξης WRC αρ. 1.16)</span><span style="font-size: small;"> </span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Απόρριψη της γαλλικής πρότασης να ερευνηθεί η προσθήκη φάσματος για αεροναυτικές εφαρμογές στις ραδιοερασιτεχνικές συχνότητες 144-146 MHz (Θέμα Ημερήσιας Διάταξης WRC αρ. 10)</span><span style="font-size: small;"> </span></span></li>
<li><span style="font-family: inherit;"><span style="font-size: small;">Μετά από επιμονή της Ευρωπαϊκής Επιτροπής θεωρήθηκε απαραίτητο να συζητηθεί η παγκόσμια προστασία Δορυφορικών Περιφερειακών Συστημάτων Ναυσιπλοΐας από ραδιοερασιτεχνικές εκπομπές στη μπάντα 1240-1300 MHz. Έγινε αποδεκτό ένα προσχέδιο κειμένου ψηφίσματος WRC, που υπογραμμίζει τη σημασία αυτής της μπάντας συχνοτήτων για την Υπηρεσία Ραδιοερασιτέχνη και αποκλείει κατηγορηματικά την απάλειψη υπαρχουσών εκχωρήσεων ως μέρος του προτεινομένου θέματος συζήτησης. (Θέμα Ημερήσιας Διάταξης WRC αρ. 10)</span></span></li>
</ul>
<span style="font-family: inherit;">Σχολιάζοντας την έκβαση της συνάντησης του CPG ο Πρόεδρος της IARU Περιοχής 1 Don Beattie, G3BJ είπε ότι η ομάδα της IARU στην Άγκυρα (οι μόνοι εκπρόσωποι της Υπηρεσίας Ραδιοερασιτέχνη στη συνάντηση) παρουσίασε ξεκάθαρα και πειστικά επιχειρήματα για τη θέση της Υπηρεσίας Ραδιοερασιτέχνη, δήλωσε την ικανοποίησή του για το γεγονός ότι οι αρμόδιοι αναγνώρισαν την ισχύ της ραδιοερασιτεχνικής υπόθεσης και εξέφρασε τις ευχαριστίες του σε όλους όσοι συνέβαλαν στην έκβαση αυτή. </span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-24886708776682097632019-08-01T18:28:00.000+03:002019-08-27T18:48:20.821+03:00LZ1RHE<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir7fWqNakYOdvjRvk6oxr3u8XdoXwI_9OlPPXQbGz3uAy8uVaBKR3u7prOPTGtDRJq8HQ_bfDe5v3SPI6XVvkkgfrRZCz6WLWiGiLCRuspm37Qvsvo-QIhcCgA-78U-KwyrCM4b330lqJK/s1600/LZ1RHE.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="651" data-original-width="1013" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir7fWqNakYOdvjRvk6oxr3u8XdoXwI_9OlPPXQbGz3uAy8uVaBKR3u7prOPTGtDRJq8HQ_bfDe5v3SPI6XVvkkgfrRZCz6WLWiGiLCRuspm37Qvsvo-QIhcCgA-78U-KwyrCM4b330lqJK/s400/LZ1RHE.png" width="400" /></a></div>
Η μακρόχρονη απουσία από την Ελλάδα, και παράλληλα η ανάγκη για νόμιμη λειτουργία, οδήγησε στο αίτημα προς την αρμόδια υπηρεσία της Βουλγαρίας για έκδοση call sign. Υπάρχει μάλιστα η δυνατότητα να διαλέξεις. Είχα την αρχική επιλογή του LZ9RHE, αλλά το LZ9 ήταν μόνο με δύο γράμματα, και η αμέσως επόμενη ήταν το LZ1RHE, όπου μπορούσα να έχω τρία γράμματα.<br />
Η εξυπηρέτηση ήταν υποδειγματική, χωρίς κανένα πρόβλημα. Βοήθησαν μάλιστα στην συμπλήρωση της σχετική φόρμας, αφού ήταν μόνο στην Βουλγαρική, και δεν ήμουν σίγουρος αν ήταν σωστά συμπληρωμένη.<br />
Η κάρτα σαφώς προτιμότερη από την Ελληνική, χειρόγραφη. <br />
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-47848676460245171422018-11-01T00:52:00.001+02:002018-11-01T02:46:49.911+02:00Συναγερμός θερμοκρασίας/φωτιάς για τρισδιάστατο εκτυπωτή<div dir="ltr" style="text-align: left;" trbidi="on">
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix_sh9e1B5CxhyphenhyphenWDrhL7xx5yPVG8eFrWletU5i9JpTwiCxjeZhyW0FVDFsgeuM20toYVhkRk_dRXMa9bQB82uBMUne6vUHbeJHJxsrYbdHZNx_RKo7NLb1eNJe9vhyphenhyphensqdpPThtolOg1FlF/s1600/IMG_20181101_003412.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" border="0" height="289" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix_sh9e1B5CxhyphenhyphenWDrhL7xx5yPVG8eFrWletU5i9JpTwiCxjeZhyW0FVDFsgeuM20toYVhkRk_dRXMa9bQB82uBMUne6vUHbeJHJxsrYbdHZNx_RKo7NLb1eNJe9vhyphenhyphensqdpPThtolOg1FlF/s320/IMG_20181101_003412.jpg" title="" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Finished temperature/fire alarm</td></tr>
</tbody></table>
<br />
Ανέκαθεν μου άρεσε η ιδέα να προσαρμόζω συσκευές, εργαλεία, εξαρτήματα για άλλη χρήση.<br />
<br />
Με αφορμή ατύχημα που είχα πριν ένα χρόνο με τον τρισδιάστατο εκτυπωτή μου, αποφάσισα να δώσω πολύ μεγαλύτερη βάση στην ασφάλεια.<br />
Σε αυτό το πλαίσιο, έφτιαξα και έναν αυτόνομο συναγερμό θερμοκρασίας.<br />
<br />
Χρησιμοποίησα ένα προσωπικό συναγερμό, με αρκετά ισχυρό ήχο, και έναν διακόπτη θερμοκρασίας στους 45ο που είχα. Ανάλογους χρησιμοποιώ για ενεργοποίηση ανεμιστήρα σε Π/Δ, τροφοδοτικά, κλπ. Ο συγκεκριμένος αντέχει 250V 5A. Υπεραρκετός για πολλές χρήσεις.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLv329FH1cyTWmIhnBUvQNmU-6p6soRINvyfMSgv6iqGIv6x6rOzZnvgS9kU8loxHHP_CXRGOVljJauFMwfxfGR5WmUlWfVbtsW-mf7cm4JWOKWxMsDuk7SpZYGPvxLwcWbSeWo8CX8rdA/s1600/IMG_20181101_002915.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLv329FH1cyTWmIhnBUvQNmU-6p6soRINvyfMSgv6iqGIv6x6rOzZnvgS9kU8loxHHP_CXRGOVljJauFMwfxfGR5WmUlWfVbtsW-mf7cm4JWOKWxMsDuk7SpZYGPvxLwcWbSeWo8CX8rdA/s200/IMG_20181101_002915.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Πριν την μετατροπή</td></tr>
</tbody></table>
<br />
Η ιδέα απλή και εύκολη στην κατασκευή. Αντικαθιστώ τον διακόπτη, με τον θερμικό και μόλις πιάσει θερμοκρασία, αρχίζει να φωνάζει.<br />
Μπορεί να μπει και μακρύτερο καλώδιο, που να είναι όμως ανθεκτικό στην θερμοκρασία, ώστε να λειτουργεί κατά το δυνατόν περισσότερο σε περίπτωση φωτιάς.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: right; float: right; margin-bottom: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnL3-HX43rgHyB2wh5poUv_GZR0Hd2rRnOnoAWdZzR0qgmDccfHFFRqaWF41BfUC1hrKWLnVtVH3YsiVrcM6CZuKp7JudITCITGRMt0HT3dzFfYP31LGjn0wLKbgw4cJ6wV7WaNc2-zIn8/s1600/IMG_20181101_003257.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnL3-HX43rgHyB2wh5poUv_GZR0Hd2rRnOnoAWdZzR0qgmDccfHFFRqaWF41BfUC1hrKWLnVtVH3YsiVrcM6CZuKp7JudITCITGRMt0HT3dzFfYP31LGjn0wLKbgw4cJ6wV7WaNc2-zIn8/s200/IMG_20181101_003257.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Μετά</td></tr>
</tbody></table>
Τον τοποθετούμε κάπου στην κορυφή του εκτυπωτή ή και ακόμα ψηλότερα, αλλά σε σημείου που σε περίπτωση, φωτιάς να ενεργοποιηθεί ο θερμικός διακόπτης.<br />Στην δοκιμή που έκανα, ενεργοποιήθηκε κάπου στους 60ο. Αποδεκτή θερμοκρασία.<br />
Το μόνο που μένει, είναι να του βάλω και έναν διακόπτη ON/OFF, ίσως και ένα μπουτόν, για test.<br />
<br />
Το συνολικό κόστος ήταν κάπου 2 ευρώ.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-91307854446390274902018-10-23T19:07:00.002+03:002018-10-23T19:10:40.315+03:00Ελεύθερος χωρίς κατηγορία ραδιοερασιτέχνης που είχε συληφθεί (!)<div dir="ltr" style="text-align: left;" trbidi="on">
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Δυστυχώς η άγνοια και η κατάχρηση εξουσίας καλά κρατούν στην ΕΛΑΣ.<br />
Συνέλαβαν αδειούχο ραδιοερασιτέχνη, απόλυτα νόμιμο, και τον οδήγησαν στον εισαγγελέα!<br />Δεν είναι μάλιστα η πρώτη φορά που συμβαίνει. Δεκάδες συνάδελφοι έχουν κατά καιρούς ταλαιπωρηθεί, συρθεί και διασυρθεί.<br />
Την ίδια στιγμή δεκάδες ραδιοπειρατές εκπέμπουν, με στοιχεία και τηλέφωνα των σταθμών τους μπορεί να βρει κανείς ακόμα και δημόσια.<br />
Παράλληλα, χιλιάδες παράνομοι πομποδέκτες κυκλοφορούν από μη αδειούχους, κυνηγούς, ψαράδες, καταστηματάρχες, ακόμα και αστυνομικούς, χωρίς ουσιαστικές συνέπειες.<br />
Σε αυτή την χώρα, φαίνεται οι πλέον παράνομοι να είναι οι νόμιμοι!<br />
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Πηγή: <a href="http://xanthinews.gr/%ce%b5%ce%bb%ce%b5%cf%8d%ce%b8%ce%b5%cf%81%ce%bf%cf%82-%cf%87%cf%89%cf%81%ce%af%cf%82-%ce%ba%ce%b1%cf%84%ce%b7%ce%b3%ce%bf%cf%81%ce%af%ce%b1-%ce%ba%ce%b1%ce%b9-%cf%87%cf%89%cf%81%ce%af%cf%82-%ce%bd/?fbclid=IwAR3tmRZuLf9cdwhuCohmaq8FXmS-6VpHiZfPmXYmIU7xDorEte8Ww9glUiE" target="_blank">xanthinews.gr</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-45025422295715183872018-07-13T17:42:00.004+03:002018-07-13T18:13:38.562+03:00HeyPhone Cave Rescue Communication System<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXyWzPMBuBBnPJqTwn3RJvTfDDnBkVmiBBEfVpLhCzHKn0L8y8RErSRrc1C0qLjCOpVRVkvp_Mssar-5M2lcNNdScTeICz1im-I2e6UFkGOJWWi7_9GJRO7igmuYekftIdYV8rCB7esfN7/s1600/inpelicase.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXyWzPMBuBBnPJqTwn3RJvTfDDnBkVmiBBEfVpLhCzHKn0L8y8RErSRrc1C0qLjCOpVRVkvp_Mssar-5M2lcNNdScTeICz1im-I2e6UFkGOJWWi7_9GJRO7igmuYekftIdYV8rCB7esfN7/s320/inpelicase.jpg" width="207" /></a><span class="notranslate"><span style="font-family: "arial" , "helvetica";">Το <b><a href="http://bcra.org.uk/creg/heyphone/" target="_blank">HeyPhone</a></b> σχεδιά</span></span>στηκε (Open-source hardware) <span class="notranslate"><span style="font-family: "arial" , "helvetica";">από τον <b>ραδιοερασιτέχνη John Hey (</b></span></span><span class="notranslate"><span style="font-family: "arial" , "helvetica";"><b>G3TDZ)</b> με την υποστήριξη του Βρετανικού Συμβουλίου Διάσωσης Σπηλαίων (BCRC) και του Ομίλου Radio & Electronics Cave (CREG), μιας ομάδας ειδικών της Βρετανικής Εταιρείας Έρευνας Σπηλαίων (BCRA).</span></span> <span class="notranslate"><span style="font-family: "arial" , "helvetica";"><br />Το 2001 κατασκευάστηκαν πενήντα HeyPhones
για τις ομάδες διάσωσης του σπηλαίου του Ηνωμένου Βασιλείου, επιτρέποντας
την επικοινωνία μεταξύ της επιφάνειας και μιας ή περισσοτέρων
ομάδων μέσα σε σπήλαια.</span></span> <span class="notranslate"> <span style="font-family: "arial" , "helvetica";"><br />Αυτή
ήταν η πρώτη φορά που ένας εθνικός οργανισμός εξόπλισε συστηματικά τις ομάδες διάσωσής του με τέτοιο προηγμένο εξοπλισμό.</span></span> <span class="notranslate"></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="notranslate"><span style="font-family: "arial" , "helvetica";"><span class="notranslate"><span style="font-family: "arial" , "helvetica";">Το HeyPhone λειτουργεί συνήθως στα 87kHz, USB, </span></span><span class="notranslate">χρησιμοποιώντας
είτε επαγωγικούς βρόχους είτε συνηθέστερα με ηλεκτρόδια στο
έδαφος σε μια απόσταση περίπου 20 μέτρων.</span></span></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="notranslate"><span style="font-family: "arial" , "helvetica";"><span class="notranslate">Δεκαεπτά χρόνια μετά την κατασκευή του, συνεχίζει να χρησιμοποιείται ακόμα, και βοήθησε κατά την διάρκεια των επιχειρήσεων για τον απεγκλωβισμό των παιδιών στην Ταϊλάνδη. <br />Μια ακόμα απόδειξη για την σημαντική συμβολή της κοινότητας των ραδιοερασιτεχνών, που με το πάθος, τις γνώσεις και την αγάπη του για το hobby, εξέλιξε και κάλυψε ένα σημαντικό κενό που υπήρχε στον τομέα του εξοπλισμού για τέτοιου είδους επιχειρήσεις.</span></span></span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="notranslate"><span style="font-family: "arial" , "helvetica";"><span class="notranslate"> </span> </span></span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-52071026027506726912017-12-31T17:17:00.002+02:002018-01-26T01:33:20.546+02:00Opel / Vauxhall Zafira Rail, Βάση Κεραίας - VHF/UHF - antenna base<div dir="ltr" style="text-align: left;" trbidi="on">
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Οταν θέλεις να βάλεις την κεραία στην κορυφή του αυτοκινήτου, δεν υπάρχει κατάλληλη βάση, δεν μπορείς να την βάλεις στην πίσω πόρτα λόγω τζαμιού που δεν σου επιτρέπει να βιδώσεις, δεν θες να τρυπήσεις, αλλά θες μια "μόνιμη" (όχι μαγνητική) βάση, τότε η λύση είναι η κατασκευή.<br />
Σχεδιάστηκε και τυπώθηκε σε τρισδιάστατο εκτυπωτή. Χρησιμοποιήθηκε το μεγαλύτερο μέρος των εξαρτημάτων μιας κανονικής βάσης τύπου "Nagoya RB-400, antenna car base" και μερικές βίδες.<br />
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Η κατασκευή είναι αρκετά στιβαρή, για να μπορεί να αντέχει τις υψηλές ταχύτητες χωρίς ανησυχία. Το υλικό είναι ABS που έχει υψηλή θερμοκρασία τήξης και αντοχή στην UV ακτινοβολία. Τέλος, χρησιμοποιήθηκε και η δεύτερη κεφαλή του εκτυπωτή για το call sign, ώστε να είναι και αποτρεπτικό κλοπής.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-64789060371631150082017-09-29T16:41:00.000+03:002017-09-29T16:47:53.989+03:00Διεθνώς ρεζίλι<div dir="ltr" style="text-align: left;" trbidi="on">
Η Ρωσική διοίκηση απέστειλε καταγγελία στην ΕΕΤΤ για παράβαση των ραδιοκανονισμών, για εκπομπές από Ελλάδα, εντός της ζώνης αεροναυτικής υπηρεσίας, με βάσιμες ενδείξεις ότι εμπλέκονται αδειούχοι ραδιοερασιτέχνες.<br />
Δυστυχώς, κάποιοι που καυτηριάζουν το θέμα των παράνομων εκπομπών, έχουν στοχοποιηθεί και μάλιστα έντονα ακόμα και από συναδέλφους. Εχουν μάλιστα υπάρξει και καταστροφές σε εγκαταστάσεις συναδέλφου που τόλμησε να βάλει μετ' επιτάσεως το θέμα. Κάνουν ζημιά στο hobby, δυσφημίζουν τον ραδιοερασιτεχνισμό, παρανομώντας ή υπερασπιζόμενοι ραδιοπειρατές. Φτάνοντας μάλιστα στο σημείο, να λένε καλά να πάθεις αφού δεν σε πείραζαν. Αυτή η μαφία πρέπει να τελειώσει!<br />
Το θράσος τους έχει πάρει διαστάσεις, ανάλογες του μεγέθους της παρανομίας, που μάλιστα σε προηγούμενη ανάρτηση σχολίαζα, μη πιστεύοντας το πόσοι παράνομοι σταθμοί υπάρχουν στα μεσαία, χωρίς όπως φαίνεται κανείς (πλην ελαχίστων) να ενδιαφέρεται.<br />
Σίγουρα και οι σύλλογοι πρέπει να πάρουν θέση. Δεν γίνεται να συνεχίζεται η απαξίωση με την κάλυψη μελών τους ή ακόμα και διοικήσεων όπως καταγγέλλεται.<br />
Ας ελπίσουμε το με χαρακτηρισμό επείγον έγγραφο της ΕΕΤΤ (25958/Φ506), να αποτελέσει την αρχή να μπει μια τάξη. Αν και χωρίς την βοήθεια συλλόγων και ραδιοερασιτεχνών, είναι αδύνατον.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-69532296233135935392017-09-24T17:15:00.000+03:002017-09-24T17:26:31.571+03:00Η μαφία των μεσαιατζήδων<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinSzyXvu2_2R1b6ptJSPtGiBqKJiUkR5bJ0hLBZaFD2AWnL8WpXJrdgqyJvbqfOWx7IsjJ3HFI-rrI7rnfC_eaKlnnM_djoqsOih7PG3taBjM8seVoL2j1sFKNhG3Ii6mUOOrKX6U5zZZS/s1600/SV2RVV.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinSzyXvu2_2R1b6ptJSPtGiBqKJiUkR5bJ0hLBZaFD2AWnL8WpXJrdgqyJvbqfOWx7IsjJ3HFI-rrI7rnfC_eaKlnnM_djoqsOih7PG3taBjM8seVoL2j1sFKNhG3Ii6mUOOrKX6U5zZZS/s320/SV2RVV.jpg" width="320" /></a></div>
<b>Στις 22 Σεπτεμβρίου, ο SV2RVV δέχθηκε την επίθεση της μαφίας των μεσαίων. </b>Των ραδιοπειρατών, μερικοί εκ των οποίων όπως φαίνεται κατέχουν και άδεια ραδιοερασιτέχνη, προκειμένου πίσω από αυτήν να κρύβουν τις παράνομες πράξεις τους.<br />
Μετά από κάποια σχόλια στον τοίχο του Ιωάννη Μαραβέλια (SV2RVV), κάποιοι θεώρησαν σκόπιμο να καταστρέψουν τις κεραίες του ως πράξη αντεκδίκησης, εκφοβισμού, τρομοκράτησης.<br />
Το τι συμβαίνει εκτός ραδιοερασιτεχνικών ζωνών, ως ραδιοερασιτέχνες δεν μας αφορά. Μας αφορά όμως όταν όλοι αυτοί οι παράνομοι αυτοχαρακτηρίζονται "ραδιοερασιτέχνες" αντί του ορθού ραδιοπειρατές, δυσφημίζοντας και δημιουργώντας σύγχυση για το τι πραγματικά είναι ο ραδιοερασιτεχνισμός.<br />
Βεβαίως, μας αφορά και ως πολίτες αφού έχουμε το δικαίωμα να καταγγέλλουμε στις αρχές κάθε παράνομη πράξη, χωρίς απαραίτητα να είμαστε υποχρεωμένοι να το κάνουμε, επιχείρημα που επικαλούνται οι υπερασπιστές τους, προκειμένου να αποτρέψουν όσους το επιθυμούν να καταγγείλουν, είτε ακόμα και να κουβεντιάσουν.<br />
Περίμενα να υπάρξει μια γενικευμένη καταδίκη της πράξης. Δεν το είδα ούτε από πρόσωπα, ούτε από συλλόγους. Θα συνέβαινε σε άλλη χώρα κάτι ανάλογο και δεν θα είχε γυρίσει άνω κάτω το σύμπαν; Θα ήταν επιτρεπτό σε αδειούχους να παρανομούν ή να υπερασπίζονται την παρανομία; <b>ΠΡΟΦΑΝΩΣ ΚΑΙ ΟΧΙ.</b><br />
Πολλά και μεγάλα όπως φαίνεται τα συμφέροντα, μικρός και ο τόπος ώστε κάποιοι να έχουν το θάρρος, και τα παντελόνια, να δυσαρεστήσουν ακόμα και φίλους τους.<br />
Επίσης, δεν είναι λίγοι οι συνάδελφοι που στερούνται και βασικών γνώσεων της σχετικής νομοθεσίας, παραπληροφορώντας συχνά, συνειδητά ή και όχι, αλλά ακόμα και υποστηρίζοντας την παρανομία!<br /><b>Ανοίγω παρένθεση... </b><br />
<blockquote class="tr_bq">
Κουβεντιάζεις ένα θέμα και άμα τους ενοχλήσεις, σε ρωτούν πόσες QSO έχεις! Να τελειώσει αυτή η ανοησία. Να το ξεκαθαρίσουμε, υπάρχουν κάποιοι με χιλιάδες κάρτες, αλλά δεν ξέρουν να βάλουν κολλητήρι στην πρίζα. Υπάρχουν και άλλοι που είναι τζιμάνια στα τεχνικά, αλλά δεν τους ενδιαφέρουν οι κάρτες. Αρέσει δεν αρέσει, "ο ραδιοερασιτεχνισμός είναι μια υπηρεσία ραδιοεπικοινωνίας, που έχει ως σκοπό την αυτοδιδασκαλία, την αλληλοεπικοινωνία, την τεχνολογική έρευνα των ραδιοερασιτεχνών", κλπ. Ο καθένας λοιπόν, χρησιμοποιεί την άδεια σύμφωνα με τα ενδιαφέροντα του. Τελεία και παύλα.</blockquote>
<b>Κλείνω παρένθεση...</b><br />
Υπάρχουν και αυτοί που λένε πως είναι δικαίωμα τους (η παρανομία προφανώς) και μην ασχολείστε, παράνομα τους σχολιάζετε(!), και άλλα παλαβά.<br />
Από την άλλη, κάποιοι τρολάρουν όσους θέλουν να κάνουν χρήση των δικαιωμάτων που τους παρέχει ο νόμος, λοιδορώντας, προσβάλλοντας ή και υβρίζοντας όσους τολμούν να το κάνουν. Και δεν είναι θέμα αν συμφωνούν είτε όχι.Φτάνουν δηλαδή στο σημείο να υπερασπίζονται περισσότερο τις παρανομίες, παρά τα δικαιώματα των άλλων. Δηλαδή, φωνάζει ο κλέφτης, για να φύγει ο νοικοκύρης.<br />
Είδα σε κάποια ανάρτηση, μια λίστα από πειρατικούς σταθμούς, και δεν πίστευα στα μάτια μου. Είναι δυνατόν να υπάρχουν τόσοι παράνομοι; Τι γίνεται; Το γνωρίζουν οι αρχές; Θα μπει κάποια τάξη ή ισχύει ομερτά;<br />
Την παραθέτω, γιατί δεν (θέλω να πιστέψω ότι) μπορεί να είναι αλήθεια τέτοια έκταση παρανομίας (μέσα σε αυτούς υπάρχουν και κάποια ελάχιστα κρατικά ραδιόφωνα):<br />
<blockquote class="tr_bq">
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">765 KHz Ράδιο Ανάργυρος [Ραφήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">792 KHz Studio 1</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">828 KHz Studio 54</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">846 KHz Radio Alpha Mike</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">873 KHz Ράδιο Νέφος</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">873 KHz M8</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">882 KHz Φάνης Ήτα Βήτα [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">891 KHz Στράτος Emerson</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">891 KHz Νίκος Santana</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">909 KHz Studio 1, Άγγελος [Αθήνα, Βοτανικός]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">909 KHz Ράδιο Δημήτρης [ερασιτεχνικός, Ξυλόκαστρο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">918 KHz ΡΙΚ – Τρίτο (CYBC 3) [Πάφος 100 KW]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">927 KHz Black and White</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">945 ΚΗz Playboy [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">954 KHz Δίαυλος 1116</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">954 KHz Δίαυλος 1</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">963 KHz ΡΙΚ – Πρώτο (CYBC 1) [Λευκωσία, Ψημολόφου 100 KW]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1017 KHz Radio Galaxias [Αθήνα, Γλυφάδα, 6978763325?]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1017 KHz Ιδιωτικός Σταθμός Αθηνών [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1035 KHz Diva 1035 [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1044 KHz ΡΙΚ – Τρίτο (CYBC 3) [Λεμεσός 10 KW]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1044 KHz Θανάσης Ντάφυ Ντακ Πάπιας [Κέντρο Αθήνας]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1062 ΚΗz Στράτος DAF</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1062 ΚΗz Ράδιο Ντάλτον (τηλέφωνο 6976736626)</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1071 KHz Ραδιοφωνία Μεσογείων [Σπάτα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1071 KHz Χρήστος MS 19 [Νίκαια]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1089 KHz Νίκος Aquarious [Γαλάτσι]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1098 KHz ΑΜΑΞ 385 [Αθήνα, Στερεοφωνική εκπομπή]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1098 KHz Studio Omega [Πειραιάς] (και στους 1170 KHz)</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1107 KHz Aquarius</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1107 KHz Θεόφιλος Ραφαέλο [Μοναστηράκι]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1116 KHz Στούντιο Δέλτα [Περιστέρι, τηλέφωνο 2105028301]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1125 KHz Miniwat [Αιγάλαιω]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1125 KHz Σωτήρης BMC</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1134 KHz Ράδιο Αρμονία [Πειραιάς]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1143 KHz Radio Galaxy [Πειραίας, τηλέφωνο 2104251569]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1188 KHz Φάνης [Ξυλόκαστρο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1188 KHz Νικόλας Έλατα [Πάρνηθα, τηλ. 6934346004]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1195 KHz Ερασιτεχνικός απο Αθήνα με ελληνικά λαϊκά</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1206 KHz Μπάμπης Παράξενος [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1206 KHz Δημήτρης Ζαβολιάρης [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1208 KHz Sex Machine [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1215 KHz Σταύρος Planet</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1224 KHz Studio 551</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1224 KHz Η Φωνή της Βουλγαρίας [500 KW Βουλγαρία] *</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1231 KHz Ράδιο Μαντείο Δωδώνης – Άκης [Ιωάννινα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1233 KHz Θεόφιλος [Αθήνα, το τηλεφωνο άρχιζε 2104632..]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1233 KHz Ράδιο Γαλαξίας [Γλυφάδα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1242 KHz Ράδιο Απόλλων [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1251 KHz Ραδιοφωνία Champion, Παναγιώτης Nobel [Δυτικά Προάστεια Αθηνας]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1260 KHz Miniwatt [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1260 KHz Studio Galaxy [Πόρος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1260 KHz Κεραμιδόγατος [Κόρινθος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1260 KHz Ράδιο Αχαιός [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1269 KHz Μιχάλης FBI [Νίκαια]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1270 KHz Ερασιτεχνικός απο Αθήνα με ελληνικά λαϊκά</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1278 KHz Studio Electronika [Πειραιάς]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1287 KHz Ράδιο Γιάννης 322 [Βραυρώνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1305 KHz Συμμετοχικό Ραδιόφωνο [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1305 KHz Libero [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1305 KHz Ίκαρος [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1305 KHz Radio Interval</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1323 KHz Βαγγέλης Α18 (και 1305 KHz)</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1347 KHz Ραδιοφωνία των Κυρίαρχων [Χαλκιδική]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1350 KHz Κορίνθιος [Κόρινθος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1359 KHz Studio 4 [Ημαθία]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1359 KHz Sky Rider [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1359 KHz Ηλίας LMG [Βορειοανατολικά Προάστεια Αθήνας]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1368 KHz Βασίλης Thomson [Περιστέρι]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1386 KHz Ράδιο Μακεδονία [Βέροια]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1386 KHz Θανάσης Master [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1386 KHz Radio Supersonic [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1386 KHz Αόρατος Μάγος [Σαλαμίνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1413 KHz Η φωνή της Ρωσίας [500 ΚW] *</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1422 KHz Θανάσης Α 55</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1431 KHz Η φωνή της Ρωσίας [500 ΚW] *</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1431 KHz 1431 AM [Θεσσαλονίκη]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1467 KHz Σιμπόν [Πειραιάς]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1476 KHz Ράδιο Βαλεντίνο [Κόρινθος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1476 KHz Super Σταθμός [Ελευσίνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1485 KHz Μουσικός Γαλαξίας</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1503 KHz Radio City [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1503 KHz Ράδιο Κρήτη [Ηράκλειο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1539 KHz Ράδιο Βασίλης [Ναύπακτος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1539 KHz Playboy</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1539 KHz Βόρειος Ήχος (Radio North Sound) [Πέλλα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1566 KHz Απίθανος [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1566 KHz Αστέρας [Κιλκίς]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1566 KHz Super sonic [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1566 KHz Μάκης ο Ξενύχτης [Επτάνησα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1575 KHz Who is Who – Γιώργος εκδικητής [Καρδίτσα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1575 KHz Studio 21 – Φίλιππος [Έδεσσα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1584 KHz R.S.A. Amaliadas [Αμαλιάδα, Δημοτικός]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1584 KHz Alpha 44</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1592 KHz Ράδιο Άρης</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1593 KHz Βετεράνος [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1593 KHz Ράδιο Αιακος [Αθήνα] 1602 KHz Studio 4 [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1602 KHz Ράδιο Δέλτα [Γιαννιτσά]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1602 KHz Δυτικό Ραδιόφωνο [Λάρισα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1602 KHz Σωτήρης General</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1611 KHz Ερασιτεχνικός απο Αθήνα με ξένα</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1620 KHz Ράδιο Πήλιο [Βόλος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1620 KHz Γρηγόρης γνωστός [Ηράκλειο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1620 KHz Μανόλης 519 [Ηράκλειο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1620 KHz Σταύρος Πέτερσον [Ηράκλειο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1629 KHz Ράδιο Ανατολία [Κιλκίς]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1645 KHz Ράδιο Δυναμίτης [Λάρισα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1660 KHz Ακουάριους [Αθήνα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1680 KHz Ranger [Θριάσιο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1680 KHz Ξενοκράτης [Κόρινθος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1680 KHz Βαγγέλης Έβελιν</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1680 KHz Ραδιο Dublex [Επίδαυρος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1690 KHz Ράδιο Μεγαλόνησος [Ηράκλειο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1690 KHz Ράδιο 505 [Δράμα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Γιάννης 313 [Ηράκλειο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Κώστας Σκορπιός [Πειραιάς]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Μπάμπης Α22</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Νίκος Σαμουράι [Καλαμάτα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Atlantic [Δράμα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Θανάσης 812 [Αργολίδα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Ράδιο Κρόνος</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Γιάννης Master [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Ράδιο Ανεπανάληπτος [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Ράδιο Β 52 [Πάτρα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Βαγγέλης 1611 [Κιάτο]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Κοντρολέρο [Ναύπακτος]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Μεσόγειος [Καλαμάτα]</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz Atomic</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1700 KHz A-10</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1710 KHz Γιάννης Ζαχαροπλάστης</span></span></span><br />
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">1730 KHz Ράδιο Beneton [Λαμία]</span></span></span></blockquote>
<blockquote>
<span class=" UFICommentActorAndBody"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><br />Επισης
κατά καιρούς (συνήθως βράδια) έχουν ακουστεί οι παρακάτω σταθμοί σε
διάφορες συχνότητες, κυρίως πάνω από τους 1600 χιλιόκυκλους:<br />11-62 [Ηράκλειο]<br />1-55 [Θεσσαλονίκη]<br />167 [Αθήνα]<br />17 [Αθήνα]<br />2-64 [Βόλος]<br />3-16 [Ηράκλειο]<br />3-47 [Καρδίτσα]<br />3-4 Λάμπρος [Καρδίτσα]<br />37 [Αθήνα]<br />3-Δέλτα [Φλώρινα]<br />4-1000 [Καλαμάτα]<br />4-68 [Αθήνα]<br />504 [Ηράκλειο]<br />509 [Πάτρα]<br />5-19 [Λαμία]<br />5-19 [Αθήνα]<br />5-45 [Βέροια]<br />76 [Σέρρες]<br />7-35 [Λαμία]<br />807 [Σύρος]<br />8-11 [Πάτρα]<br />8-11 [Καρδίτσα]<br />8-13 [Ηράκλειο]<br />8-13 [Αθήνα]<br />Α-1 [Λάρισα]<br />Α-1 [Αθήνα]<br />Α-13 [Αργολίδα]<br />A-22 [Χανιά]<br />Α-3 [Αθήνα]</span></span></span></blockquote>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-91598094204799245642017-08-06T21:20:00.001+03:002017-08-06T21:23:07.957+03:00Πολλές οι χρήσεις ενός 3D printer<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw6HEwpLjkO9GMqARhbmnwvALHEvbzANZEMfFqH4dO0gTBTXBjwR1nuhkx_KnitCLE_vgclnks9U4qKuB0KweygqKwR9szP8mcN0XxjD0r7h7L-6nwjbw8GLmNxOP6pq6DzqiOeQO3RMil/s1600/CarCDBase3DModel.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw6HEwpLjkO9GMqARhbmnwvALHEvbzANZEMfFqH4dO0gTBTXBjwR1nuhkx_KnitCLE_vgclnks9U4qKuB0KweygqKwR9szP8mcN0XxjD0r7h7L-6nwjbw8GLmNxOP6pq6DzqiOeQO3RMil/s200/CarCDBase3DModel.jpg" width="200" /></a></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Οταν πήρα τον 3D printer, ένας φίλος αναρωτήθηκε τι μου χρειάζεται. Λοιπόν, πολλές οι χρήσεις του, ειδικά πάνω στο hobby. Με έχει ξελασπώσει πολλές φορες.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Ομως δεν λείπουν και άλλες. Ηθελα να βάλω μια βάση κινητού στο αυτοκίνητο. Δυστυχώς, ήταν αδύνατο να βρω κάποια πρακτική για το παρμπρίζ. Βρήκα μια για τις γρίλιες του κλιματιστικού. Ούτε αυτή ήταν πρακτική, ενώ μου έκοβε και τον δροσερό αέρα.<br />Ετσι, μου ήρθε η ιδέα της τροποποίησης τμήματος της βάσης.<br />Σχεδίασα κάποια η οποία μπαίνει από την μια πλευρά στην σχισμή για το CD player και από την άλλη, έχει μια ανάλογη μπίλια, ώστε να κουμπώσει στη βάση όπου μπαίνει το κινητό. Τα τμήματα που στη τελική κατασκευή λείπουν, μπήκαν για υποστήριξη κατά την εκτύπωση, και μετά αποκόπηκαν αφού δεν χρειάζονται.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbLbaLRkh7s9Py2uRLW5ubHnMNhmx0LZhZcLdprHvvZafBP1fXOJlAZwFue3ejz7F2oWP508Qs1MkkSLjLzQvdRwyF28_LVr1JI_-tOZbMNLbS2g8QRTuKjDOgJCSQhMcM8-hiRILW8MqH/s1600/CarCDBase.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbLbaLRkh7s9Py2uRLW5ubHnMNhmx0LZhZcLdprHvvZafBP1fXOJlAZwFue3ejz7F2oWP508Qs1MkkSLjLzQvdRwyF28_LVr1JI_-tOZbMNLbS2g8QRTuKjDOgJCSQhMcM8-hiRILW8MqH/s200/CarCDBase.jpg" width="200" /></a>Το αποτέλεσμα ήταν αρκετά ικανοποιητικό. Αποτελεί δε μια απόδειξη πόσα πράγματα μπορείς να κάνεις με έναν 3D εκτυπωτή. Χρειάζεται βέβαια, όπου υπάρχουν περιορισμοί, να βρίσκεις τον τρόπο να τους προσπερνάς. Οπως στη συγκεκριμένη περίπτωση, όπου χρειάστηκε να τυπωθεί σε τρία τμήματα και μετά να συναρμολογηθεί.</span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-60859434428307849562016-09-18T19:57:00.000+03:002016-09-18T19:57:32.209+03:00Το διαβάσαμε και αυτό!<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqplX0c-PeBALh5r-t6hePQ8CqS3QttCkqhgdsq7jFgWhyphenhyphen4mxt_pi0LucWudWta1xQXqV8OVcLIWgap_ggfEPMdwleZf9VEVOqGw0xGgd3WZFSc2C3-ZdRTm2MfTRzkq0hYV2nJF42aYaz/s1600/LNA-Prototype-IMG_0255%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqplX0c-PeBALh5r-t6hePQ8CqS3QttCkqhgdsq7jFgWhyphenhyphen4mxt_pi0LucWudWta1xQXqV8OVcLIWgap_ggfEPMdwleZf9VEVOqGw0xGgd3WZFSc2C3-ZdRTm2MfTRzkq0hYV2nJF42aYaz/s320/LNA-Prototype-IMG_0255%255B1%255D.jpg" width="320" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;">Οι ραδιοερασιτέχνες της Αμερικής δημοσιοποίησαν την εξωτερική εικόνα ενός ενισχυτή χαμηλού θορύβου στους 5,7 GHz που θα χρησιμοποιηθούν σε ραδιοερασιτεχνικούς δορυφόρους σε γεωσύγχρονη τροχιά αλλά και σε τροχιά γύρω από τη Σελήνη.<br />Σύμφωνα με την<a href="http://www.amsat.org/?p=5519" target="_blank"> <b>ανάρτηση</b></a> τους, η νομοθεσία <b>απαγορεύει </b>την δημοσιοποίηση περισσότερων στοιχείων, αφού ο κανονισμός διακίνησης όπλων, περιλαμβάνει και τους ραδιοερασιτεχνικούς δορυφόρους. Σε περίπτωση δε παραβίασης των κανονισμών απειλούνται με φυλάκιση και πολύ υψηλά πρόστιμα.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-40755708421290156632015-11-11T15:57:00.002+02:002015-11-11T15:57:45.715+02:00Οι πρώτες τρισδιάστατες εκτυπώσεις μου<div dir="ltr" style="text-align: left;" trbidi="on">
Η πρώτη κατασκευή μου με τον τρισδιάστατο εκτυπωτή ήταν μια βάση για πλακέτες και η επόμενη ένα κουτί για κατασκευή. Η πρώτη ήταν με τρισδιάστατο μοντέλο που βρήκα στο Internet και η δεύτερη με σχεδίαση δική μου. Και οι δύο ήταν αρκετά καλές σαν αποτέλεσμα.
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" 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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-44281009378327164922015-09-20T20:25:00.000+03:002015-11-11T15:47:26.587+02:003D printer<div dir="ltr" style="text-align: left;" trbidi="on">
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Πέτυχα σχετικά φθηνά ένα κιτ τρισδιάστατου εκτυπωτή, οπότε αποφάσισα να το αγοράσω.<br><br>
Δεν είχε ιδιαίτερη δυσκολία η συναρμολόγηση, αν και είχε τον μπελά του.<br>
Το μεγαλύτερο πρόβλημα ήταν κάποιες αστοχίες υλικού καθώς και χαλασμένα ή προβληματικά εξαρτήματα.
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Κάτι οι διαστάσεις για τις βίδες, κάτι ένα χαλασμένο micro switch, κάτι ένα βραχυκυκλωμένο αισθητήριο θερμοκρασίας, κάτι τα μπερδεμένα καλώδια των βηματικών κινητήρων, και τέλος, ένα προβληματικό driver βηματικού, είχε κάμποσο μπελά μέχρι να έρθει στα ίσια του.<br><br>
Για τα λεφτά του πάντως, είμαι πολύ ικανοποιημένος. Οπως και με το αποτέλεσμα.
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-82325304850844218142014-11-16T00:33:00.001+02:002014-11-16T00:47:52.331+02:00Αλλο ραδιοπειρατής, άλλο ραδιοερασιτέχνης<div dir="ltr" style="text-align: left;" trbidi="on">
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<div align="JUSTIFY" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-family: Tahoma,sans-serif;">Χειροπέδες
σε έναν 42χρονο ιδιοκτήτη <b>παράνομου </b>ραδιοφωνικού σταθμού πέρασαν οι
αστυνομικοί του Τμήματος Κοινωνικών και Πολιτικών Ζητημάτων της
Διεύθυνσης Ασφάλειας Θεσσαλονίκης. Οπως αναφέρεται στη σχετική
ανακοίνωση, η έρευνα πραγματοποιήθηκε σε συνεργασία με αρμόδιους υπαλλήλους του
Περιφερειακού Γραφείου της Εθνικής Επιτροπής Τηλεπικοινωνιών και
Ταχυδρομείων. Σε βάρος του 42χρονου σχηματίστηκε δικογραφία για <b>παράνομη
εκπομπή ραδιοφωνικού σταθμού,</b> η οποία μάλιστα σύμφωνα με την αστυνομία
δημιουργούσε παρασιτικό σήμα σε συχνότητα που ανήκει στην Υπηρεσία
Πολιτικής Αεροπορίας.</span></div>
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<span style="font-family: Tahoma,sans-serif;">Οπως
διαπιστώθηκε το «στούντιο» του ραδιοφωνικού σταθμού ήταν στο διαμέρισμα
του 42χρονου στην περιοχή της Άνω Ηλιούπολης όπου βρέθηκαν και
κατασχέθηκαν μία φορητή συσκευή αναπαραγωγής μουσικής, ένας μίκτης, ένας
πομπός, μία κεραία, καλώδια ρεύματος, ήχου και εικόνας. Ο 42χρονος με
τη δικογραφία που σχηματίστηκε σε βάρος του θα οδηγηθεί στον εισαγγελέα
πλημμελειοδικών Θεσσαλονίκης.</span></div>
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<span style="font-family: Tahoma,sans-serif;">Και επειδή <b>συχνά </b>συγχέονται οι ραδιοπειρατές και οι ραδιοερασιτέχνες, είναι σαφές πως είναι διαφορετικές έννοιες. <b>Ραδιοπειρατής </b>είναι αυτός που εκπέμπει παράνομα, εκπέμπει μουσική, εκπέμπει εκτός καθορισμένων συχνοτήτων. Ο <b>ραδιοερασιτέχνης </b>είναι κάτοχος πτυχίου και ακολουθεί τις σχετικές διατάξεις.<br />Και ο γράφων υπήρξε στα πρώτα χρόνια της ελεύθερης ραδιοφωνίας, <b>ραδιοπειρατής </b>των FM (ποτέ σε μη ραδιοφωνικές συχνότητες) και μάλιστα με πολύωρο πρόγραμμα με τη συνεργασία φίλων. <b><br />Ερασιτέχνης του ραδιοφώνου</b> ναι, αλλά <b>όχι ραδιερασιτέχνης.</b> Ορος, που αφορά συγκεκριμένη ιδιότητα και πολύ <b>κακώς συγχέεται,</b> συχνά με μια δόση αφέλειας περί μη κατανόησης της διαφοράς, που αν είναι αληθινή, μόνο αγραμματοσύνη δείχνει.<br />Αυτά ως θέση, από κάποιον που έχει βρεθεί και στη μια και στην άλλη πλευρά...</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-85373728126915781612014-07-31T10:08:00.000+03:002014-08-01T10:45:00.185+03:00Ο γύρος του κόσμου σε 19 μέρες<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqCX1SGXD4jW-intOnWF31YRqPW7iDKdEmQ3SpJLQuOqEEJl8HvAkm9yC8IS4GdJMhl112NB2Ol0Ihn4oyjEiuLgU0OvnB870Gf9AVt8dlJ4oE4-RXx5Rt7zOCB0OiDoYjcBo1wIRe4sDE/s1600/B-64-payload.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqCX1SGXD4jW-intOnWF31YRqPW7iDKdEmQ3SpJLQuOqEEJl8HvAkm9yC8IS4GdJMhl112NB2Ol0Ihn4oyjEiuLgU0OvnB870Gf9AVt8dlJ4oE4-RXx5Rt7zOCB0OiDoYjcBo1wIRe4sDE/s1600/B-64-payload.jpg" height="200" width="150" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVhmW0sKEd_jxBDDHvmyQxHaoGgvsV1OYW7hgYhJtmggUDgEs9mdx4ZWrF_S_hqwQ8BaLQ7ApSbGo16R-byud2zSjskak7E0QMq6Fi05nBZTBCgIPCAte0FYGKgLz_vu7Iq6x2g7ASGuQ9/s1600/B-64-envelope2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVhmW0sKEd_jxBDDHvmyQxHaoGgvsV1OYW7hgYhJtmggUDgEs9mdx4ZWrF_S_hqwQ8BaLQ7ApSbGo16R-byud2zSjskak7E0QMq6Fi05nBZTBCgIPCAte0FYGKgLz_vu7Iq6x2g7ASGuQ9/s1600/B-64-envelope2.jpg" height="200" width="150" /></a>Το μπαλόνι B-64 απελευθερώθηκε στις 12 Ιουλίου, κατευθύνθηκε ανατολικά, πέρασε </div>
Ευρώπη,
Ασία, Ειρηνικό, Αμερική, Ατλαντικό και επέστρεψε στην χώρα απ' όπου
ξεκίνησε, ολοκληρώνοντας μια διαδρομή δεκάδων χιλιάδων χιλιομέτρων. Ο ραδιοερασιτέχνη Leo Bodnar M0XER, έχει απελευθερώσει αρκετά μέχρι σήμερα. Το B-64 εκπέμπει στους 434.500 MHz USB, με κωδικοποίηση Contestia 64/100 και APRS, μόλις 10mw ισχύ, την οποία αντλεί από ηλ<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE90QoztdFmE0dWBce5RfHfnXf-xVjsqm-pxssf36b7VIyfy_Rc3nKJk-lK_q11XWH3cxr2t_8R7r0-lMj-NRgHkMcvHW47EMXI5W9Pmgb4H16evXIRjhLwuLn2VmvBibOODvqpidL2tHe/s1600/Spacenear.us_Tracker_-_2014-08-01_10.29.13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
ιακό πάνελ και μπαταρία. Η όλη κατασκευή έχει βάρος 11g. Προκειμένου να υπάρχει μια πιο ακριβής αποτύπωση της πορείας του σε περιοχές που δεν υπάρχει λήψη, καταγράφει τις συντεταγμένες του για μια περίοδο πέντε ημερών, τις οποίες εκπέμπει σε πολύ αραιότερα διαστήματα.<br />
Μπορείτε να παρακολουθήσετε την διαδρομή του, πατώντας <a href="http://spacenear.us/tracker/?filter=B-64" target="_blank"><b>ΕΔΩ</b></a>.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0cWu22fTZdTqpAAtD8frtLO0lRutYeVLyL_3PmgmihFQ03IUDjMIHKSwZGyuE4uC-ObYXl1MvK501C4jTPp_vvfb4ylOR-gGs-2zOEIFutlQnUpmg99XkwdhAcbx-38yR5MYRphjeSl6p/s1600/Spacenear.us_Tracker_-_2014-07-31_10.05.46.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0cWu22fTZdTqpAAtD8frtLO0lRutYeVLyL_3PmgmihFQ03IUDjMIHKSwZGyuE4uC-ObYXl1MvK501C4jTPp_vvfb4ylOR-gGs-2zOEIFutlQnUpmg99XkwdhAcbx-38yR5MYRphjeSl6p/s1600/Spacenear.us_Tracker_-_2014-07-31_10.05.46.jpg" height="505" width="640" /></a>Προσθήκη 1/8/2014: Το μπαλόνι ολοκλήρωσε μια πλήρη περιστροφή γύρω από τη γη, και συνεχίζει την πορεία του. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE90QoztdFmE0dWBce5RfHfnXf-xVjsqm-pxssf36b7VIyfy_Rc3nKJk-lK_q11XWH3cxr2t_8R7r0-lMj-NRgHkMcvHW47EMXI5W9Pmgb4H16evXIRjhLwuLn2VmvBibOODvqpidL2tHe/s1600/Spacenear.us_Tracker_-_2014-08-01_10.29.13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE90QoztdFmE0dWBce5RfHfnXf-xVjsqm-pxssf36b7VIyfy_Rc3nKJk-lK_q11XWH3cxr2t_8R7r0-lMj-NRgHkMcvHW47EMXI5W9Pmgb4H16evXIRjhLwuLn2VmvBibOODvqpidL2tHe/s1600/Spacenear.us_Tracker_-_2014-08-01_10.29.13.jpg" height="438" width="640" /></a></div>
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<!-- Blogger automated replacement: "https://images-blogger-opensocial.googleusercontent.com/gadgets/proxy?url=http%3A%2F%2F3.bp.blogspot.com%2F-PMwGTvW-SWc%2FU9nrGDfHaSI%2FAAAAAAAABh8%2F41gvmML8TfE%2Fs1600%2FSpacenear.us_Tracker_-_2014-07-31_10.05.46.jpg&container=blogger&gadget=a&rewriteMime=image%2F*" with "https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0cWu22fTZdTqpAAtD8frtLO0lRutYeVLyL_3PmgmihFQ03IUDjMIHKSwZGyuE4uC-ObYXl1MvK501C4jTPp_vvfb4ylOR-gGs-2zOEIFutlQnUpmg99XkwdhAcbx-38yR5MYRphjeSl6p/s1600/Spacenear.us_Tracker_-_2014-07-31_10.05.46.jpg" -->Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-44947674929995882292014-07-15T23:53:00.000+03:002014-07-16T10:57:30.007+03:00RF dumy load 250W<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1YO7U39dtvM9_0tDlrj18mpT4K9XtNNomWkrOw3QdNpHyj55fLTYCtsjggtwUgGfyZQBLL_5A1a4FgCvYfxGrv9yMGm6MHgxtnmN4u9B1yCjjbyiCYUG36e_-B436tZDXn0LUlCa-sEJe/s1600/201407152103.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1YO7U39dtvM9_0tDlrj18mpT4K9XtNNomWkrOw3QdNpHyj55fLTYCtsjggtwUgGfyZQBLL_5A1a4FgCvYfxGrv9yMGm6MHgxtnmN4u9B1yCjjbyiCYUG36e_-B436tZDXn0LUlCa-sEJe/s1600/201407152103.JPG" height="188" width="200" /></a></div>
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<b>Αυτή την περίοδο </b>αποφάσισα να φτιάξω αρκετά που δεν είχα ξεκινήσει ή να τελειώσω πολλά που είχα αφήσει στην μέση. <b> </b><br />
<b><br /></b>
<b>Είχα φτιάξει</b> λοιπόν παλαιότερα ένα <a href="http://sv9rhe.blogspot.gr/2013/10/dummy-load-90w.html" target="_blank">dummy load</a>, με αντιστάσεις άνθρακα. Στις χαμηλές συχνότητες και μέχρι τα 2m, δεν είχα κάποιο ιδιαίτερο πρόβλημα. Παραπάνω όμως, τα στάσιμα ανέβαιναν αρκετά και έτσι αποφάσισα να φτιάξω ένα με Module. <b>Αντέχει </b>μέχρι 250W, ανεβαίνει αρκετά ψηλά χωρίς υψηλά στάσιμα και γενικά έχει αρκετά καλή συμπεριφορά.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgpqBUgiVJ4HevyGgRhwG0kt9y_D7LSbbazLlwyvkMxyTiMehaTLl5785_GdW0QFnIqSSVoxuu54ErmfADJ4pkscSsM1LzHA4RwlFHIFdozemU2-MBZmtghPe-G3O7E69eITFgUHfLkl9a/s1600/201407152107.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgpqBUgiVJ4HevyGgRhwG0kt9y_D7LSbbazLlwyvkMxyTiMehaTLl5785_GdW0QFnIqSSVoxuu54ErmfADJ4pkscSsM1LzHA4RwlFHIFdozemU2-MBZmtghPe-G3O7E69eITFgUHfLkl9a/s1600/201407152107.JPG" height="200" width="196" /></a><b>Για λόγους ψύξης</b> βιδώθηκε πάνω σε μια ψήκτρα επεξεργαστή με ανεμιστήρα, ενώ καλύφθηκε πλήρως για καλύτερη <b>θωράκιση </b>της RF. Και αυτό, γιατί στις δοκιμές <b>παρότι</b> αναμεταδότες βρισκόντουσαν αρκετά χιλιόμετρα <b>μακρυά </b>από την βάση μου, τους άνοιγε όπως διαπίστωσα, και στα VHF και στα UHF, ακόμα και με χαμηλή ισχύ. Πρόβλημα το οποίο λύθηκε μετά την θωράκιση του.<br />
<br />
Το module <b>κόστισε</b> περίπου 16 ευρώ από το ebay, ενώ η ψήκτρα είχε ξεμείνει από παλιό υπολογιστή. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-55318464152161343832014-07-09T23:29:00.000+03:002014-07-09T23:48:18.180+03:00Yaesu FT-897 Meter<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibomDST_R4E11m4YdLjXFyh3DwPMUEssgHajCLDVBA8GttdW84gUSrnYOo-J0ahOVA6SIfaTVj_hALBxJnzONwKZgCsRLlWJS__h_yzswxWyZU8AbRSM7lVOE9nwQ9M1EBzWvh1tt7dbcS/s1600/201407091619.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDpjgNpYK4IHSN2mE2eYrtbKojL9GBFQUyzhhVSpAn9B1ByiZUYQmwesnFINbBBvg24CaoJlJ36GetoaCxv-2sN4KteyLkpOzLQIBzHrFOOUQBKXpHxvnzpx-fNPSCzw-R5qdS_kOcpCFz/s1600/yaesu_ft_meter_circuit.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDpjgNpYK4IHSN2mE2eYrtbKojL9GBFQUyzhhVSpAn9B1ByiZUYQmwesnFINbBBvg24CaoJlJ36GetoaCxv-2sN4KteyLkpOzLQIBzHrFOOUQBKXpHxvnzpx-fNPSCzw-R5qdS_kOcpCFz/s1600/yaesu_ft_meter_circuit.jpg" /></a><b>Αλλη μια</b> μισοτελειωμένη κατασκευή ολοκληρώθηκε. Είναι ένα όργανο για το Yaesu FT-897D. Μια πολύ απλή κατασκευή, που αν έχεις τα υλικά την φτιάχνεις σε ελάχιστο χρόνο.<br />
Εδώ έλειπε το κατάλληλο
κουτί, το οποίο βρέθηκε. Οχι ακριβώς παραλληλόγραμμο, αποφάσισα να βάλω
το όργανο στην πίσω πλευρά για καλύτερο αποτέλεσμα. Μέσα μπήκε μια λωρίδα
μολύβδου για βάρος-σταθερότητα και κολλήθηκε με θερμή σιλικόνη.<br />
Πίσω
μπήκε το ποτενσιόμετρο (100 ΚΩ), αφού κόπηκε ο άξονας του στο ελάχιστο
για να μην περισσεύει πολύ και χαράχτηκε στην μέση για να ρυθμίζεται με κατσαβίδι.<br />
Στο
όργανο (500 μΑ) διαμορφώθηκαν οι ανάλογες κλίμακες, οι οποίες τυπώθηκαν
σε αυτοκόλλητο χαρτί με χρήση έγχρωμου laser και κατόπιν κολλήθηκε στην
πίσω πλευρά της παλιάς κλίμακας.<br />
Εγινε καλιμπράρισμα και <b>το αποτέλεσμα είναι εξαιρετικό. <br />Και εδώ κάτι άφησα.</b> Εχω ανοίξει τρύπες στο όργανο ώστε να του προσθέσω δύο LED για φωτισμό. Ελλείψη λευκών, μένει εκκρεμότητα μέχρι να έχω.<b><br />Κόστος </b>κατασκευής κάτω των 10 ευρώ συνολικά, και πέραν του χαμηλότερου κόστους, η χαρά της δημιουργίας και η ενασχόληση με το το hobby.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-71518695643429921712014-07-07T23:30:00.000+03:002014-07-16T10:47:36.356+03:00Νέο Interface για το Echolink<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8x5tthrU-1W4Uq0_OA2Lq8N28YkS1sAGFZ1zhASUH9lndKmfPHfgjrR8NaUEj-KDsEFRPgdXZG8DK6qa6x8ds6XcexD6zqOfsSXGwFjC8snei1DNBQ-CNJPCHSKmvrm4DDYpZFjYslRE2/s1600/201407071644.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8x5tthrU-1W4Uq0_OA2Lq8N28YkS1sAGFZ1zhASUH9lndKmfPHfgjrR8NaUEj-KDsEFRPgdXZG8DK6qa6x8ds6XcexD6zqOfsSXGwFjC8snei1DNBQ-CNJPCHSKmvrm4DDYpZFjYslRE2/s1600/201407071644.JPG" height="320" width="213" /></a><b>Μισοτελειωμένο </b>ήταν για καιρό το νέο Interface για το Echolink. <a href="http://sv9rhe.blogspot.gr/2013/05/svrhe-l.html" target="_blank">Το πρώτο</a> είχε στηθεί και χρειαζόταν μια πιο ποιοτική κατασκευή. Μπήκαν μετασχηματιστές απομόνωσης, αν και <b>βιαστικά</b> <b>δεν </b>υπήρξε ιδιαίτερη διαφορά στην ποιότητα.<br />
Ιδιοκατασκευή και αυτό, είχα φτιάξει την πλακέτα, είχαν μπει τα εξαρτήματα, και <b>το μόνο που έμενε ήταν</b> να μπει σε ένα κουτί, να συνδεθεί η σειριακή και τα καλώδια του ήχου και του πομποδέκτη. Δουλειά μισής ώρας και καθόταν στο ράφι. <br />
<b>Το μόνο που μένει</b> πλέον είναι να προσθέσω, είναι την δυνατότητα να ανοίγει ένας ανεμιστήρας που έχω βάλει στον πομποδέκτη (και που σήμερα λειτουργεί με θερμοδιακόπτη στους 60 βαθμούς) κάθε φορά που πατιέται το PTT έτσι ώστε να μην ζορίζεται πολύ το μηχάνημα λόγω υπερθέρμανσης.<br />
Απλά <b>δεν </b>φοβάμαι πλέον να το πειράξω, όπως το προηγούμενο που παραήταν πρόχειρο, αν και δούλεψε αξιόπιστα και χωρίς ιδιαίτερα προβλήματα για πάνω από έναν χρόνο.<br />
Βασικός κανόνας σε τέτοιες περιπτώσεις; <b>Δουλεύει; Μην το πειράζεις!</b><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-24211024472340785372014-06-23T00:16:00.001+03:002016-07-14T17:51:17.659+03:00B-60 Balloon<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpb0DQuIOUBYIDmQ76YByCovGjHUq9X0kbxciJS5GLSRcV-61I6oNetXpNqiw0EvLrIYJizhzBcCzNw_9El4YBU7swNQj3X7N2fEhA49MbIEWoiPT6dptEW4iQh_dL1ljewIY2PpVdOUmC/s1600/B-60_01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="70" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpb0DQuIOUBYIDmQ76YByCovGjHUq9X0kbxciJS5GLSRcV-61I6oNetXpNqiw0EvLrIYJizhzBcCzNw_9El4YBU7swNQj3X7N2fEhA49MbIEWoiPT6dptEW4iQh_dL1ljewIY2PpVdOUmC/s1600/B-60_01.jpg" width="200" /></a><b>Τελικά </b>τα κατάφερα μετά από καιρό, με ένα από τα μπαλόνια "Β", το Β-60. Για κάποιο λόγο ήταν αδύνατο να κάνω λήψη, παρότι ήταν πολύ κοντά κάπου βόρια του QTH μου. Υπήρξε λήψη, αφού είχε πλησιάσει αρκετά (~156 χιλιόμετρα).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggc3I0g1a4ALkvhwBzyiOEjjrtmDQm6TQ6KpkL1VpUVhVbRI61Ztw_9g_0VUvODJN4zVL1S-S-BoVLZtX_DnZvUCFxPbevg8JV13xmSA8yqYr053OzHclFFLBk3dDE_JpM0xVvzuGa9Vs9/s1600/B-60_02.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggc3I0g1a4ALkvhwBzyiOEjjrtmDQm6TQ6KpkL1VpUVhVbRI61Ztw_9g_0VUvODJN4zVL1S-S-BoVLZtX_DnZvUCFxPbevg8JV13xmSA8yqYr053OzHclFFLBk3dDE_JpM0xVvzuGa9Vs9/s1600/B-60_02.jpg" width="200" /></a></div>
<b>Αναρωτιόμουν </b>τι μπορεί να έφταιγε και γιατί δεν είχα ούτε ίχνος σήματος.
Η θέση λήψης είναι ψηλά και χωρίς <b>κανένα</b> εμπόδιο σε απόσταση
χιλιομέτρων. Ομως <b>δεν αποκλείεται</b> παρά το ύψος του μπαλονιού, λόγω την απόστασης να παρενέβαινε ακόμα και κάποιο σχετικά χαμηλό εμπόδιο (όπως τα γύρω βουνά). Το
<b>άλλο ενδεχόμενο,</b> ίσως η εκπομπή για κάποιο λόγο να είχε κατευθυντικότητα.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2epTC-8TSn6gJf3IS4_kYBeFs485KDsKO8rnUjkwv2rs9RcS72REmt1yr44rUWysvE3P59CHlBf3MQ-9hWZ6ixnptQByRdTz-V3oIrdxOGkCYfNJQcyN98tJovThmLpm8TzujPIT9RKkt/s1600/B-60_03.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="71" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2epTC-8TSn6gJf3IS4_kYBeFs485KDsKO8rnUjkwv2rs9RcS72REmt1yr44rUWysvE3P59CHlBf3MQ-9hWZ6ixnptQByRdTz-V3oIrdxOGkCYfNJQcyN98tJovThmLpm8TzujPIT9RKkt/s1600/B-60_03.jpg" width="200" /></a><b>Παρατήρησα </b>επίσης κάποιες φορές έντονη <b>αυξομείωση </b>της ποιότητας του σήματος. Λόγω της άπνοιας και της ήρεμης θάλασσας, <b>δεν αποκλείεται </b>να υπήρχαν φαινόμενα συμβολής.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI5xyxZstABpXJMrl_69A_1LV6M3uoyYiklLjgJKRaI4W6dUMIO3hiTReKdF-eQPY3DlnY-mb5S3M8YVB-PFAQCjpTpmksTbt70f1VVg8WVD8EE0i_1FAcAVbpmNbDRHjR8WSfwaET3YFo/s1600/B-60_04.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="119" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI5xyxZstABpXJMrl_69A_1LV6M3uoyYiklLjgJKRaI4W6dUMIO3hiTReKdF-eQPY3DlnY-mb5S3M8YVB-PFAQCjpTpmksTbt70f1VVg8WVD8EE0i_1FAcAVbpmNbDRHjR8WSfwaET3YFo/s1600/B-60_04.jpg" width="200" /></a>Εν αντιθέσει με το θέμα της εγγύτητας λήψης στην αρχή και του έντονου προβληματισμού, <b>αξιοσημείωτη </b>ήταν η απόσταση λήψης στο τέλος, όπου έφτασε στα <b>471 χιλιόμετρα </b>με μια κάθετη κεραία μη κατευθυντική. Στην ευθεία βέβαια ήταν μόνο θάλασσα και σίγουρα τίποτα που να εμποδίζει την οπτική επαφή.<br />
Δεν μπορεί παρά να <b>εντυπωσιάζει </b>η εμβέλεια ενός πομπού μόλις 10mw και πως το ύψος επηρεάζει την εμβέλεια.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-48215780394147396942014-06-04T11:24:00.004+03:002014-06-04T18:59:04.513+03:00QRZ.COM -> "SV9..." country = "CRETE"<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Δοκίμαζα</b> το logbook του "qrz.com", όταν <b>παρατήρησα </b>πως για το πρόθεμα του "SV9", σαν χώρα έγραφε "CRETE". <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3asC1Ct773e33lK2U9-qXcjWbguA9tg13jZGncakvGLeJhD28M6-Hx4qG25XpOinHENma_4VQH023AcWBc9pyCODh3mDldGkGDkRFvZ8GDOflHTAdcaniDSuG2_Adh0cklcscZzBuHcTr/s1600/Logbook_by_QRZ.COM_-_2014-06-04_11.29.24.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3asC1Ct773e33lK2U9-qXcjWbguA9tg13jZGncakvGLeJhD28M6-Hx4qG25XpOinHENma_4VQH023AcWBc9pyCODh3mDldGkGDkRFvZ8GDOflHTAdcaniDSuG2_Adh0cklcscZzBuHcTr/s1600/Logbook_by_QRZ.COM_-_2014-06-04_11.29.24.jpg" height="66" width="640" /></a></div>
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Το
ίδιο και στο προφίλ του κάθε χρήστη με το χαρακτηριστικό της Κρήτης,
όπου υπάρχει ναι μεν η Ελληνική σημαία, αλλά δίπλα δεν γράφει "Greece",
αλλά σκέτο "Crete".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZXMDeRV0irynrAE06qpl4BqoQsARoPztn2PrwDeHgDVSsmabyktnpJbFKNUfqyqmNZpV6hdQ4smFOgXL12ESvL16MoxyOTGhfJ6YQxTe6XnGX9mexRbUnVjFQx3g-bBn82_ONiMKZkcW6/s1600/SV9RHE_-_Callsign_Lookup_by_QRZ.COM_-_2014-06-04_10.20.14.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZXMDeRV0irynrAE06qpl4BqoQsARoPztn2PrwDeHgDVSsmabyktnpJbFKNUfqyqmNZpV6hdQ4smFOgXL12ESvL16MoxyOTGhfJ6YQxTe6XnGX9mexRbUnVjFQx3g-bBn82_ONiMKZkcW6/s1600/SV9RHE_-_Callsign_Lookup_by_QRZ.COM_-_2014-06-04_10.20.14.jpg" height="119" width="320" /></a></div>
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Τους <b>έστειλα μήνυμα</b> και υποθέτω πως θα διορθώσουν - καταστήσουν σαφή - την χώρα στην οποία ανήκει η Κρήτη. <br />
Οχι
τίποτα άλλο, αλλά μην δημιουργούνται εντυπώσεις, για ένα θέμα που έχει
απασχολήσει τα ΜΜΕ κατά καιρούς και που αφορά την "ανεξάρτητη Κρήτη".
Ισως η προσθήκη σε παρένθεση της χώρας στην οποία ανήκει η Κρήτη, θα
ήταν μια ορθότερη αναγραφή.<b> </b><br />
<br />
<b>ΠΡΟΣΘΗΚΗ:</b>
Φαίνεται ότι κάποιοι σφυρίζουν αδιάφορα, όχι γιατί δεν θεωρούν ότι
μπορεί να γίνει αντικείμενο εκμετάλλευσης, αλλά γιατί ίσως δεν τους
ενοχλεί η ιδέα. Κάπως έτσι όμως κτίζονται διάφορες ιστορίες...<br />
Το
να είσαι διαφορετική ραδιοχώρα (radio country), δεν σημαίνει ότι είσαι και διαφορετική
χώρα (country). Προς αποφυγή κακόπιστων ερμηνειών, θα θεωρούσα ορθό να γράφεται για παράδειγμα "Crete (Greece)" και
όχι σκέτο "Crete".</div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-4341910552076025194.post-61316110457185105392014-05-23T00:57:00.001+03:002014-05-23T18:22:58.923+03:00SP9UOB Balloon<div dir="ltr" style="text-align: left;" trbidi="on">
Παρακολουθούσα το <b>Β-52</b> μπαλόνι εδώ και μερικές μέρες. Ολο και κάτι συνέβαινε πάντα και σε προηγούμενες πτήσεις δεν είχα την δυνατότητα να κάνω λήψη.<b> </b><br />
<b>Σήμερα</b> διαπίστωσα πως ένα άλλο μπαλόνι, το <b>sp9uob </b>κατέβαινε προς τα κάτω. Αποφάσισα να συντονιστώ στη συχνότητα του.<br />
Η εκπομπή του γινόταν στους <span class="st"> 144.250 MHz, USB, σε DominoEX 16 mode.</span><br />
Κάποια στιγμή μπαίνω remote και βλέπω πως έχω λήψη. Παρότι όμως λάμβανα χωρίς πρόβλημα το χαρακτηριστικό, και συνήθως έναν αριθμό μετά, τα δεδομένα είχαν σφάλμα.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIxxA2qfyaQbSn7Mfc1a42NghIigRRBPSIPQChn-v0jW6FC9FhTB4zBwQBTK2F5lT58ms4SF9w5aIDCwvN2G3UuuB8ZoOLmVy_gLwhCjE3SPWK2XqXq1VmWFv1yXcmvOy75KaZL7rp2FIN/s1600/Corel010.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIxxA2qfyaQbSn7Mfc1a42NghIigRRBPSIPQChn-v0jW6FC9FhTB4zBwQBTK2F5lT58ms4SF9w5aIDCwvN2G3UuuB8ZoOLmVy_gLwhCjE3SPWK2XqXq1VmWFv1yXcmvOy75KaZL7rp2FIN/s1600/Corel010.jpg" height="210" width="640" /></a></div>
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Μου φάνηκε περίεργο και άρχισα να πειραματίζομαι. <b>Τελικά </b>το Squelsh του Fldigi, παρότι η ρύθμιση ήταν χαμηλά, για κάποιο λόγο παρενέβαινε μετά από λίγο και κόβονταν τα δεδομένα. Με το που απενεργοποίησα, αμέσως πράσινο. <b>Παρά την απόσταση</b> (385 Km) και <b>χωρίς </b>κατευθυντική κεραία, ελάχιστα πακέτα είχαν σφάλμα. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Bo7ThyoN3k0ucWE0ba4T_-XReSJK4Hf8f_EzQKilzQM35_ZMVfzjzyiUuUJ6CPJgtokLj8QHmymaxFGg5RqfahqpDkEZh8UWQh3yd4AMLwUdZmTXnnrTXXBE9RAa_q1Izkvlt_qvPXBt/s1600/Corel014.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Bo7ThyoN3k0ucWE0ba4T_-XReSJK4Hf8f_EzQKilzQM35_ZMVfzjzyiUuUJ6CPJgtokLj8QHmymaxFGg5RqfahqpDkEZh8UWQh3yd4AMLwUdZmTXnnrTXXBE9RAa_q1Izkvlt_qvPXBt/s1600/Corel014.jpg" height="420" width="640" /> </a></div>
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Σε απόσταση περίπου 423 Km, δεν ήταν πλέον δυνατή η ορθή λήψη νέων πακέτων.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz5HK0UVlRC-g1SthNNLgIF_lMH99yWN-rz9khU8F7J2yyLUPc_E631CpNwksQa1boXZ58RMokt-gR8R0Q_PlLclAK2qAauL4n7RXv-B61wudD5EQcr3fnwrjUtnyiMXHuGfmt9SHxke3G/s1600/Corel015.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz5HK0UVlRC-g1SthNNLgIF_lMH99yWN-rz9khU8F7J2yyLUPc_E631CpNwksQa1boXZ58RMokt-gR8R0Q_PlLclAK2qAauL4n7RXv-B61wudD5EQcr3fnwrjUtnyiMXHuGfmt9SHxke3G/s1600/Corel015.jpg" height="419" width="640" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-3170515188419226822014-05-22T13:56:00.000+03:002016-09-18T20:00:04.283+03:00Υπηρεσιακή χρήση ιδιωτικών αναλογικών ασυρμάτων<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
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<span style="font-family: Arial,Helvetica,sans-serif;">Με έγγραφο του ο αρχηγός του Πυροσβεστικού Σώματος, <b>εφιστά την προσοχή</b>
και <b>επισημαίνει τις συνέπειες</b> κατοχής ασυρμάτων, χωρίς την απαιτούμενη
άδεια από υπαλλήλους της πυροσβεστικής. <b>Προφανώς </b>τα ίδια ισχύουν και για κάθε άλλο μέλος των σωμάτων ασφαλείας, εθελοντικών ομάδων, κυνηγών, κλπ.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsagR-Ic9QM7GEd2wQPnA5mpznK9uRczv2byk-v5ueywJlhzRTe2fhpzmFySXmNGgbV0qztooMGA1gL0In4p4O9V39zpHyjlkIcuso6DUgeh_6AKBKbPV6DK63ClFkj3ZM6Dize05OazgI/s1600/Pyrosvestiki_VHF.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsagR-Ic9QM7GEd2wQPnA5mpznK9uRczv2byk-v5ueywJlhzRTe2fhpzmFySXmNGgbV0qztooMGA1gL0In4p4O9V39zpHyjlkIcuso6DUgeh_6AKBKbPV6DK63ClFkj3ZM6Dize05OazgI/s1600/Pyrosvestiki_VHF.jpg" width="480" /></a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnTta950PjdnKQV_AMKnKNtOaXCfTZOrNiCwhyphenhyphenmiVD9sNvszJHQ1cC9HjHVVdvfbil3J9lHexZfX5yWGxeCxqWUrvUFeBkjyyQHZnoIzCw_Yb1sVznrJg0557Z_TcalYwwNzIwpU04Z9K9/s1600/DSCN3659.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnTta950PjdnKQV_AMKnKNtOaXCfTZOrNiCwhyphenhyphenmiVD9sNvszJHQ1cC9HjHVVdvfbil3J9lHexZfX5yWGxeCxqWUrvUFeBkjyyQHZnoIzCw_Yb1sVznrJg0557Z_TcalYwwNzIwpU04Z9K9/s1600/DSCN3659.JPG" height="400" width="250" /></a></div>
Η κατασκευή μιας QFH κεραίας παρότι φαίνεται αρχικά λίγο μπερδεμένη, δεν είναι στην πραγματικότητα.<br />
Τα υλικά που <b>χρειαζόμαστε</b> είναι πλαστική σωλήνα Φ40 για το κάθετο τμήμα περίπου 1,5 μέτρο, και Φ25 (και λιγότερο για πρακτικούς λόγους) περίπου ένα μέτρο για τα δύο οριζόντια τμήματα.<br />
Στους διάφορους σχεδιασμούς υπάρχουν οριζόντιες σωλήνες και στην κορυφή και στην κάτω μεριά. Νομίζω πως είναι περιττές. Και μόνο με τις μεσαίες δείχνει να έχει αρκετή αντοχή στον άνεμο.<br />
<b>Χρειαζόμαστε και</b> γύρω στα 5 μέτρα μονόκλωνο σύρμα χαλκού 4αρι.<br />
Διαστάσεις για την κατασκευή, μπορείτε να πάρετε από ένα on line σύστημα υπολογισμού, πιέζοντας <b><a href="http://jcoppens.com/ant/qfh/calc.en.php" target="_blank">ΕΔΩ</a>.</b><br />
Αρχικές δοκιμές έκανα με το Yaesu FT-897D το οποίο δεν μπορεί να έχει το εύρος που είναι απαραίτητο για την λήψη. Παρόλα αυτά καταφέρνει να κάνει λήψη με αρκετά καλή ποιότητα, όμως τα δεδομένα τηλεμετρίας είναι συνήθως προβληματικά.<br />
Από την άλλη, χρειάστηκε να προσθέσω έναν κοινό ενισχυτή κεραίας σε σειρά, ώστε να αυξήσω το σήμα και φυσικά το χρόνο λήψης του εκάστοτε δορυφόρου, με αποτέλεσμα καλύτερη ποιότητα και εικόνες από μεγαλύτερη περιοχή.<br />
Οι δοκιμές συνεχίζονται με ένα Rlt SDR με λογισμικό <b>SDRSharp </b>σε συνδυασμό με το <b>Orbitron, </b>που μέσω plug-in δίνει την δυνατότητα προσαρμογής της συχνότητας για την εξάλειψη του προβλήματος Doppler. Βεβαίως και χωρίς το Orbitron η λήψη δεν επηρεάζεται ιδιαίτερα.<br />
Τις πρώτες φωτογραφίες που κατάφερα να κάνω λήψη τις θεωρώ ικανοποιητικές. Πιστεύω πως με λίγη προσπάθεια ακόμα, θα βελτιωθούν περισσότερο. Στο επόμενο διάστημα θα προσθέσω έναν in-line ενισχυτή καθώς και κάποιο φίλτρο, πιθανότατα με χρήση καλωδίου, ώστε να περιορίσω το εύρος και τα προβλήματα στον ενισχυτή από άλλα ισχυρά σήματα. Αλλαγή χρειάζεται και η θέση της κεραίας, αφού είναι χαμηλά και σε προβληματικό σημείο.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAOM8uP_KCMzTPcnVQ7fWjg0OfJ77AJr9mTc26LQ57kw4W_3y931u1S5ADD34-K0queoZAb5eNQyhv0ZgH9yAw0ENYecAEFASn-4LUG_M6no8pbCDCFf5FM1eig6BSFpiNk6JzPdd8X8sZ/s1600/201404071703-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAOM8uP_KCMzTPcnVQ7fWjg0OfJ77AJr9mTc26LQ57kw4W_3y931u1S5ADD34-K0queoZAb5eNQyhv0ZgH9yAw0ENYecAEFASn-4LUG_M6no8pbCDCFf5FM1eig6BSFpiNk6JzPdd8X8sZ/s1600/201404071703-2.jpg" height="640" width="451" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Η πρώτη λήψη που έγινε με την χρήση του FT-897D</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY_ZP-AOpIHld7FMuJ8-3XLFbLfUSCNbX8D0lKVrKvdAQBfrRJKca11nqFfMwAq3MHX-R7E5eUTMOzfMmhUWDqPvH-dpyRBXMqxtClb9PAhQ4iJYkwvJKcv1YCth6P1dfQmEkyayF_hlQq/s1600/201404071542zzzz.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY_ZP-AOpIHld7FMuJ8-3XLFbLfUSCNbX8D0lKVrKvdAQBfrRJKca11nqFfMwAq3MHX-R7E5eUTMOzfMmhUWDqPvH-dpyRBXMqxtClb9PAhQ4iJYkwvJKcv1YCth6P1dfQmEkyayF_hlQq/s1600/201404071542zzzz.jpg" height="640" width="603" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Η αμέσως επόμενη</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIitqqbRCxUAYMhVNhqR9KTnoLVuvMN5ZsizK7AXZXPFKN2jQP5-i4tEbKHhZ3T0e-fUwkJlLkMsWnD_SJ2-o6KhoRiBIA5xB11fd-RiSV-KX4aWo_FIk1XMmBl0I-NoQIUfQMtPky7XAK/s1600/04081357.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIitqqbRCxUAYMhVNhqR9KTnoLVuvMN5ZsizK7AXZXPFKN2jQP5-i4tEbKHhZ3T0e-fUwkJlLkMsWnD_SJ2-o6KhoRiBIA5xB11fd-RiSV-KX4aWo_FIk1XMmBl0I-NoQIUfQMtPky7XAK/s1600/04081357.jpg" height="403" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Πιο προσεγμένη λήψη και πειραματισμοί </td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixtiNlg4oN4F3oohR-GzGHRRjKQvRCqnmH47_KT3opfNYqeDGMiUdiq843GH-hbV3gLZh7iC6kU-O6rSh8p47J5Ac68zA4FfZ7E6diJEoabsV_8-e5kh7AHHuN2M1JtEOe37RRFT5SQ2f9/s1600/04081442-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixtiNlg4oN4F3oohR-GzGHRRjKQvRCqnmH47_KT3opfNYqeDGMiUdiq843GH-hbV3gLZh7iC6kU-O6rSh8p47J5Ac68zA4FfZ7E6diJEoabsV_8-e5kh7AHHuN2M1JtEOe37RRFT5SQ2f9/s1600/04081442-2.jpg" height="640" width="476" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Μετά από μερικές άκαρπες προσπάθειες, κατέστη εφικτή η λήψη με την χρήση του Rtl SDR</td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4341910552076025194.post-87865609720433852902014-01-09T23:30:00.001+02:002014-01-09T23:42:32.931+02:00 EH antenna για 20m<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0yiT8_KawQyMxxFyQEyutW096SrytY5YC60OAZ6pkWrRvAaOY5w6677NBpY3bcy-tzT-YKXzN88hy3SQGIYj9RA0d48Og_ZONL2xUJ30Pv1oMqCTslTiQagI9CtKaoQWQK9qKvUhqXPkI/s1600/IMG_4405.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0yiT8_KawQyMxxFyQEyutW096SrytY5YC60OAZ6pkWrRvAaOY5w6677NBpY3bcy-tzT-YKXzN88hy3SQGIYj9RA0d48Og_ZONL2xUJ30Pv1oMqCTslTiQagI9CtKaoQWQK9qKvUhqXPkI/s1600/IMG_4405.JPG" height="200" width="177" /></a></div>
Βρήκα <a href="http://www.f5swn.fr/pages/eh2/eh2.php?lng=en#eh2" target="_blank">αυτή</a> την κεραία ψάχνοντας και μου φάνηκε απλή. Δεν είχα κάποια ιδιαίτερη απαίτηση απόδοσης λόγω του μεγέθους της, αλλά είπα να δοκιμάσω την κατασκευή της, αφού δεν είχε κάποια ιδιαίτερη δυσκολία.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4yRTxyg7IWDvHtEzuqn798VhaH8BPVsvu_cldH4e4Q-TLcEjpSfkfhcbOLGNYGVa2Zzqv0FnsTcUG2jNtlnYYq7Niz1RU4ysOWDYJymz85-MPAbTBlJRzjtukLy9pdzRdb-E92EkgUzgv/s1600/IMG_4418.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4yRTxyg7IWDvHtEzuqn798VhaH8BPVsvu_cldH4e4Q-TLcEjpSfkfhcbOLGNYGVa2Zzqv0FnsTcUG2jNtlnYYq7Niz1RU4ysOWDYJymz85-MPAbTBlJRzjtukLy9pdzRdb-E92EkgUzgv/s1600/IMG_4418.JPG" height="200" width="50" /></a>Τα υλικά όσα αναφέρονται στον σύνδεσμο, λίγο διαφορετικά μόνο στο μήκος της σωλήνας, αλλά και της προσθήκης ενός cable choke. Κατά τα λοιπά, η κατασκευή είναι σύμφωνα με τις οδηγίες<br />
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Τα υλικά είναι δύο σωλήνες PVC Φ50 (~60cm), μια Φ100 (~50cm), δύο συστολές, μια τάπα Φ50 και δύο κομμάτια χαλκοσωλήνα Φ53 (5cm) και μερικά μέτρα μονόκλωνου καλωδίου.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2Hn3noyg1Zh-JDtFtswPekgjqVakMcU-U5hSxMM8Be9vJuuXosA8yIAQ018bvVD0w434WhkagBdlFGaO-q7BodVpMqPMWlYGHC3nOrOVbXBzc0KZ09IzEkK2agenlkAhl5XAK1r_kxWGC/s1600/IMG_4423.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2Hn3noyg1Zh-JDtFtswPekgjqVakMcU-U5hSxMM8Be9vJuuXosA8yIAQ018bvVD0w434WhkagBdlFGaO-q7BodVpMqPMWlYGHC3nOrOVbXBzc0KZ09IzEkK2agenlkAhl5XAK1r_kxWGC/s1600/IMG_4423.JPG" height="200" width="98" /></a><br />
Αφού σημαδεύτηκε η σωλήνα, ανοίχθηκαν οι τρύπες. Ο χαλκός χρειάζεται λίγο κτύπημα από μέσα για να ανοίξει η στένωση που δημιουργήθηκε στα χείλη κατά την κοπή. Ως βοήθεια για να είναι ευθεία όλες οι τρύπες, μπορείτε για παράδειγμα να την ακουμπήσετε στο κάσωμα της πόρτας και να τραβήξετε μια γραμμή με κάτι αιχμηρό. Η γωνία που σχηματίζει το κάσωμα, βοηθά ώστε να τραβήξετε μια ευθεία στο μέσον της διατομής.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGu52zvc3Zh4BO97mQcj7oYpVzh-EnMlRB5vWW36k3kwq93Ae5bsqLrbCaBjedmW0MfM8jSG0H8hjo-ayY8vHeVajLJ1SFHSaPUdgqR_1O1X2zCso54atGEEI0jPL2gTa-unfYfA1fkL7I/s1600/IMG_4459.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGu52zvc3Zh4BO97mQcj7oYpVzh-EnMlRB5vWW36k3kwq93Ae5bsqLrbCaBjedmW0MfM8jSG0H8hjo-ayY8vHeVajLJ1SFHSaPUdgqR_1O1X2zCso54atGEEI0jPL2gTa-unfYfA1fkL7I/s1600/IMG_4459.JPG" height="90" width="200" /></a>Για την συνδεσμολογία, άνοιξα μια τρύπα στην σωλήνα PVCμ την οποία θα κλείσω αργότερα με ένα άλλο κομμάτι το οποίο θα κόψω με το αμέσως επόμενο σε μέγεθος ποτηροτρύπανο.<br />
Στους δύο ακροδέκτης που βλέπετε θα κολληθεί το RG58, το οποίο στη συνέχεια δημιουργεί πάνω στην Φ100 ένα cable choke και μετά καταλήγει στον κονέκτορα.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1b0bYmwSQjij1SftK8Z4-tjB_i7_bbLjU3Bde99Q_n2gIqpveFjVP92MF33ekn_DQWs3hZ7L151kxHZNUqgRZKzN_yqXyHzBeCjYNhVuTuCV5u03TqBWYZIjWtDuZjxByFhzaHNIiEwWU/s1600/IMG_4462.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1b0bYmwSQjij1SftK8Z4-tjB_i7_bbLjU3Bde99Q_n2gIqpveFjVP92MF33ekn_DQWs3hZ7L151kxHZNUqgRZKzN_yqXyHzBeCjYNhVuTuCV5u03TqBWYZIjWtDuZjxByFhzaHNIiEwWU/s1600/IMG_4462.JPG" height="200" width="149" /></a></div>
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Η κατασκευή τελειωμένη είναι όπως την βλέπετε στην φωτογραφία αριστερά.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfI7t4tElfteTLqbpooKCyeRJ40y8Q8wXU2imzw7H96qon4Cn23cqpHZ0PYtrP4S_qoRfzYnhCFGZDQF7NAXL1J4iwbjlB59AH-v4OwzSHILF9132EZxOW2I-Uh72k3OB7W18IJdbIJSPf/s1600/14-1.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfI7t4tElfteTLqbpooKCyeRJ40y8Q8wXU2imzw7H96qon4Cn23cqpHZ0PYtrP4S_qoRfzYnhCFGZDQF7NAXL1J4iwbjlB59AH-v4OwzSHILF9132EZxOW2I-Uh72k3OB7W18IJdbIJSPf/s1600/14-1.png" height="106" width="200" /></a>Σειρά είχε η ρύθμιση. Δυστυχώς, συντόνιζε ψηλά (~15Mhz) και όχι σύμφωνα με το αναμενόμενο.<br />
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Σπρώχνοντας τις σπείρες του κάτω πηνίου μακρυά από το πηνίο συντονισμού, κατέβαιναν τα στάσιμα, αλλά η συχνότητα συντονισμού δεν άλλαζε.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicnZPiNXv59Uw61V8HRX9jVs7rQDQSE_3_l4CQUytbSyvmR672Bcb2CNe5DFNC_SCsI-BPELfM-ibGEtirXP46kb7R_2NSWuhyphenhyphendROQz2mJEuEKT3y_gPZJlFjmk7BqVkQ0iRSb2lDSbW72/s1600/IMG_4463.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicnZPiNXv59Uw61V8HRX9jVs7rQDQSE_3_l4CQUytbSyvmR672Bcb2CNe5DFNC_SCsI-BPELfM-ibGEtirXP46kb7R_2NSWuhyphenhyphendROQz2mJEuEKT3y_gPZJlFjmk7BqVkQ0iRSb2lDSbW72/s1600/IMG_4463.JPG" height="200" width="149" /></a>Παρά τις προσπάθειες δεν κατάφερα να την κατεβάσω, ούτε υπήρχε η δυνατότητα να προσθέσω σπείρες. Ετσι πειραματιζόμενος, πρόσθεσα στην κορυφή του πηνίου ένα τμήμα σύρματος. Αλλάζοντας του γωνία, άλλαζε και η συχνότητα συντονισμού.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSxnpoZzZiBWynm451QtBhcNO0aZdPMcfOiMQz30EbcShofT6B_cnQTi8dC8BthkndO4JLnT85JOrEOM3ygVQsfp4GXZzTfC9-OQHTdsJ7tFIV1OwFJu4LVs1AeYClLlDhf809idO14v1-/s1600/14-3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSxnpoZzZiBWynm451QtBhcNO0aZdPMcfOiMQz30EbcShofT6B_cnQTi8dC8BthkndO4JLnT85JOrEOM3ygVQsfp4GXZzTfC9-OQHTdsJ7tFIV1OwFJu4LVs1AeYClLlDhf809idO14v1-/s1600/14-3.png" height="106" width="200" /></a><br />
Ετσι κατέβηκε στη συχνότητα που το ήθελα με στάσιμα ~1:1.1 και στη συνέχεια το σύνδεσα με τον πομποδέκτη. Η δοκιμή επιβεβαίωσε τα χαμηλά στάσιμα, αφού η βελόνα του οργάνου δεν κουνιόταν καθόλου.<br />
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Τον αρχικό ενθουσιασμό ακολούθησε η απογοήτευση. Η απόδοση της κεραίας ήταν πάρα πολύ κακή. Πολύ χαμηλό σήμα, ακόμα και σε σύγκριση με απλό σύρμα. Ετσι, πέραν της εμπειρίας, το μόνο που θα μείνει είναι το cable choke για να μπει σε κάποια άλλη κεραία.<br />
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Unknownnoreply@blogger.com0