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09.12.2021, 13:22
(Dieser Beitrag wurde zuletzt bearbeitet: 09.12.2021, 19:29 von truder2.)
Hallo miteinander,
hat jemand mal bei einer Akai GX 260 d auf der Aufnahmeplatine
die Transistoren getauscht ?
Wenn ja, welche Transistoren wurden genommen ?
Mir geht es um Vergleichstypen, die evtl. genommen wurden.
Auf der Platine sind 2 Typen:
C711 96D und
C1312 86H
Als Ersatz für den
C711 wird der BC 548
https://www.web-bcs.com/transistor/tc/c0...n=de&start=
und für den
C1312 wird der BC 549
https://www.web-bcs.com/transistor/tc/c0...php?lan=en
vorgeschlagen.
Kann ich diese verwenden ?
Gruß Helmuth
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Warum willst du die tauschen?
Viele Grüße
Jörg
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Hallo Helmut,
die japanischen 2SC711 und 2SC1312 haben eine andere Pinbelegung wie BC548 und BC549, gut aufpassen !
MfG, Tobias
Strom kann erst fließen, wenn Spannung anliegt
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09.12.2021, 16:04
(Dieser Beitrag wurde zuletzt bearbeitet: 09.12.2021, 16:04 von wim-nl.)
Gr, Wim
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@Jörg:
Die Aufnahme ist auf beiden Kanälen, zwar unterschiedlich stark, verzerrt und rauscht.
Die Wiedergabe mit anderen Bändern ist ok.
Vieleicht haben die Kondis auch ihren Einfluss.
Ich fange erstmal mit den Transen an... weniger zu wechseln.
@Tobi
Dann wohl die C-Versionen nehmen (LowNoise) ?
@Wim THX
Gruß Helmuth
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Hallo Helmuth,
die "C-Version" hat nichts mit der Pin-Belegung zu tun, A,B oder C kennzeichnen verschiedene Stromverstärkungen des Transistors. Mit anderer Pinbelegung ist die Belegung der 3 Anschlussbeine E,B und C gemeint. Bei europäischen Typen BCxxx ist der mittlere Pin der Basisanschlus, bei den japanischen Typen ist es der Collectoranschluss.
MfG, Tobias
Strom kann erst fließen, wenn Spannung anliegt
Beiträge: 171
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Hallo Tobias,
das mit der unterschiedlichen Pinbelegung ist klar...
Mir geht es darum, das in manchen Beschreibungen von Transistoren bei den
C-Varianten der Zusatz Low Noise beisteht.
Was hat es mit Low Noise auf sich ?
Gruß Helmuth
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Das ist die Bezeichnung für " geringes Rauschen" somit ein selektierter Transistor für die Eingangs Verstärkung.
M.f.G.
justus
Onkyo TX8050; TA2760; Philips N4520; 2x Grundig TS1000; TK19;24;27 ; 2x Pioneer RL1011L; Telefunken M3000; M3002L; Uher 4000 Report L; Report 4400; Report Monitor 4200; Tesla B41; Mikro Seiki DQ44; Heco Victa 601
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Hallo Helmuth,
bei rauscharmen (Low Noise) Transistoren sind alle Varianten A,B oder C rauscharm. Dass nur die C-Variante rauscharm sein soll, habe ich noch nie gehört. Der BC549 ist ein rauscharmer Transistor, egal ob A,B oder C.
MfG, Tobias
Strom kann erst fließen, wenn Spannung anliegt
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@Justus und Tobias
Danke für die Info´s
Schönen 3. Advent und so...
Gruß Helmuth
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A, B, C bezeichnen die Stromverstärkungsklassen. z.B. entspricht C >400
Bei den nächsten Wahlen wähle ich die NSA, denn die sind die einzigen die sich um mich kümmern.
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(09.12.2021, 16:04)wim-nl schrieb: ![[Bild: 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o3H+436UUUcwcobj/AHG/Sjcf7jfpRRRzByhuP9xv0o3H+436UUUcwcobj/cb9KNx/uN+lFFHMHKG4/3G/Sjcf7jfpRRRzByhuP8Acb9KNx/uN+lFFHMHKG4/3G/Sjcf7jfpRRRzByhuP9xv0o3H+436UUUcwcobj/cb9KNx/uN+lFFHMHKG4/wBxv0o3H+436UUUcwcobj/cb9KNx/uN+lFFHMHKG4/3G/Sjcf7jfpRRRzByhuP9xv0o3H+436UUUcwcobj/AHG/Sjcf7jfpRRRzByhuP9xv0o3H+436UUUcwcobj/cb9KNx/uN+lFFHMHKG4/3G/Sjcf7jfpRRRzByhuP8Acb9KNx/uN+lFFHMHKG4/3G/Sjcf7jfpRRRzByhuP9xv0o3H+436UUUcwcobj/cb9KNx/uN+lFFHMHKG4/wBxv0o3H+436UUUcwcp/9k=)
Gr, Wim
Servus, bitte wo finde ich denn solch eine Tabelle? Vielleicht ein link vorhanden? hab ne GX 265D....da würde ich gerne alles neu machen. Danke, Gruß Stefan
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Registriert seit: Sep 2021