will nicht mehr "PLAY" ausführen, es schaltet sofort auf "STOP", schneller Vor- und Rücklauf geht, vor einer halben Stunde habe ich noch eine Cassette ganz normal damit abspielen können. Ist das ein bekannter Fehler ? Wer kennt sich aus ?
Schöner Gruß,
Raimund
Der Capstanriemen sitzt noch straff?
Hallo Andre,
ich kann da als "Nurbenutzer" nichts dazu sagen. Was müßte ich tun, um diesen Riemen zu checken ?
Hallo nochmal,gibt es vielleicht in meiner Nähe ( Westmünsterland, 463..oder auch 48...) jemanden, der mir mein RC200 wieder zum Laufen bringen kann ?
Hallo Raimund,
wenn ich recht erinnere war das
RC200 ein zugekauftes, zwei-motoriges Deck (Alps?) mit zentralem Reibrad. Kann es sein, dass das zu viel Schlupf hat? Hier im Forum gibt es dazu schon so einige Besprechungen.
Eine Fehlerbeschreibung gibt es hier unter
Common Failures.
Dann war da noch die Sache mit dem Wickeldorn
(Posting 7).
Ein nettes Video zum Zerlegen und Basteln findest Du auf einer
Video-Plattform Die Einleitung kann man überspringen, muss man aber nicht.
Das Service-Manual gibt es übrigens bei Elektrotanya, die Anleitung bei ex-Wegavision.
Tschüß, Matthias
Hallo Matthias,
Danke für Deine Hilfe.Allerdings ist mein Problem ja nicht bei den "common filures" dabei. Trotzdem werde ich nächste Woche mal versuchen, das Gerät zu öffnen, den Riemenwechsel für den Capstanmotor traue ich mir aber auf keinen Fall zu.
Ja, da sollte dann ein Fachmann besser reinschauen, nicht das dann noch richtig was kaputt geht. Ich wohne leider im Schwabenländle...
TigerTigerTiger1,'index.php?page=Thread&postID=224476#post224476 schrieb:... Allerdings ist mein Problem ja nicht bei den "common filures" dabei. ...
Dein Problem vielleicht nicht. Trotzdem solltest Du ausschließen, das es nicht die selbe Ursache ist.
Andernorts habe ich gelesen, dass der
RC200 durchaus abschalten kann, wenn der Aufwickeldorn zu langsam läuft und also das durch den Capstan transportierte Band nicht schnell genug aufnehmen kann. Wenn Du die Cassette entnimmst, nachdem der Telefunken aus "Play" in "Stop" gesprungen ist, liegt das Band dann gespannt im Gehäuse oder nicht?
Tschüß, Matthias
Hallo Matthias, jetzt wird es speziell: Ich war bis eben in Familiensache in Hessen unterwegs und wollte jetzt ( So.2.8.22:45Uhr) schnell für Dich den Test machen: "gespanntes Band oder nicht" --- Und, was soll ich sagen, das Cassettendeck geht wiede auf "PLAY", auf jeden Fall seit etwa 3 Minuten.
Ich werde das beobachten und schreiben
Danke für die "Betreuung"
Aha, schon alles klar: Nach drei Minuten springt das Laufwerk wieder auf "STOP", das Band ist bei Entnahme gespannt. Läuft im Moment beim zweiten Drücken von "PLAY" auch weiter, wielange ?
Nein, stoppt jetzt nach einigen Sekunden !
Klingt als hätte das Ding eine Wickel-Überwachung zur Verhinderung von Bandsalat. Die wird sehr gerne mit einer rotierenden Blende und Lichtschranke gelöst, angetrieben vom Zählwerksriemen. Schwächelt der, wird das Band grundlos abgeschaltet. Würde also den Riemen und seinen Verlauf begutachten, ob man so ein Konstrukt erkennt. Bei meinem JVC KD-A7 hat sich der schwächelnde Riemen dadurch bemerkbar gemacht, dass die Abschaltung ab und zu beim Überspringen der 100er-Stelle auftrat, aber nie vorher.
Gude zusammen,
Ich muß das Thema hier nochmal aufgreifen. Ich habe ein sehr schönes RC200 hier. Alle Riemen sind getauscht. Alles ist geputzt. Die berüchtigte Idler Rutschkupplung mit den doppelten Zwischenrad ist soweit auch noch brauchbar. Hier hatte ich 2 Ersatz Gummis welche mal verkauft worden sind. Nicht original aber noch das beste was ich bisher drin hatte.
Soweit alles top. Aber wenn der rechte Bandwickel sehr langsam dreht, dann schaltet das Gerät ab. Z.B. 90er Kassette ziemlich am Ende.
Der Bandwickel dreht und hat auch noch ausreichen Zug. Hatte alles draußen und hab die Rutschkupplung auf maximum stehen. Daran liegt es nicht.
Das Band ist straff bei Abschaltung. Geht man nun her und dreht manuell am Zählwerk, dann schaltet auch nix ab. Kein Bandsalat.
Aber wenn das Zählwerk ganz langsam läuft z.B. (am ende einer 90er Kassette) dann wird abgeschaltet. Ich verstehe es nicht. Zählwerk läuft einwandfrei. Bandteller wickelt auf, aber trotzdem schaltet die Kiste ab. Ich meine, das Zählwerk kann ja nicht schneller drehen als der Bandwickel. Und der läuft nun mal langsam am Ende der 90er Kassette. Hab jetzt schon so viele Tapes gemacht, aber sowas hab ich nicht nicht gehabt. Bin gelernter R und F Techniker. Hab genau solche Decks in den 80'ern und 90'ern jeden Tag repariert. Ich weis also schon was ich da mache. Aber hier stehe ich vor einem Rätzel.
Hat noch jemand ne Idee?
Welche Spannung hat der Riemen für das Zählwerk? Wenn der zu stramm ist, dan könnte der Reibungswiederstand zu hoch sein. Da würde zu der beschriebenen Problematik passen.
(31.01.2025, 00:34)beko schrieb: [ -> ]Welche Spannung hat der Riemen für das Zählwerk? Wenn der zu stramm ist, dan könnte der Reibungswiederstand zu hoch sein. Da würde zu der beschriebenen Problematik passen.
die Spannung ist so wie die originalen.
Habe die Original Riemen auch nochmal geprüft. Genau der gleiche Effekt.
Das Zählwerk dreht genauso schnell wie der rechte Bandwickel. Das Zählwerk läuft weiter in der Geschwindigkeit vom Bandwickel. Trotzdem schaltet das Band ab, wenn der Wickel nur noch ganz langsam läuft.
Lt. Service Manual beträgt die Abschaltzeit 4 Sekunden wenn das Zählwerk steht.
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)
Kann es sein, daß die Impulse am Hall-IC nicht oder unsauber ankommen ?
Hast Du ein zweites Deck ?
Dan mal mit dem Oszi vergleichen...
Bei den Uher CRs ist es so, dass das Ausgangssignal eines Hall-Sensors einen Kondensator auflädt.
So lange der hinreichend geladen bleibt, wird der Stop nicht ausgelöst.
Bei mir war es so, dass der Elko bei langsamer/voller rechten Spule nicht mehr ausreichend geladen wurde und deshalb die Kassetten nicht bis zum Ende liefen.
Nach Erneuerung des Elkos war wieder alles ok.
VG Jürgen
(31.01.2025, 10:28)Kuni schrieb: [ -> ]Kann es sein, daß die Impulse am Hall-IC nicht oder unsauber ankommen ?
Hast Du ein zweites Deck ?
Dan mal mit dem Oszi vergleichen...
Genau das denke ich mittlerweile auch. Ich habe nur dieses Deck. Aber ich brauche sowieso noch ein paar Teile. Ich werde mir ein Schlacht Gerät besorgen, wenn der Preis vertretbar ist.
Hängt man den Riemen aus und treibt das Zählwerk von Hand an, dann läuft alles einwandfrei. Ob evtl der Magnet zu schwach ist und der Hall Generator zu wenige Impulse sendet??? Ich schaue nach einem 2.Gerät.
Schade um die schönen Geräte. Klar ist kein High End. Aber sehr schick anzusehen und durchaus zum Abspielen brauchbar.
(31.01.2025, 13:31)JUM schrieb: [ -> ]Bei den Uher CRs ist es so, dass das Ausgangssignal eines Hall-Sensors einen Kondensator auflädt.
So lange der hinreichend geladen bleibt, wird der Stop nicht ausgelöst.
Bei mir war es so, dass der Elko bei langsamer/voller rechten Spule nicht mehr ausreichend geladen wurde und deshalb die Kassetten nicht bis zum Ende liefen.
Nach Erneuerung des Elkos war wieder alles ok.
VG Jürgen
Das ist natürlich noch ne Idee. Danke! Hab den Schaltplan geprüft. Aber da ist so direkt kein Elko. Das Steuersignal vom Hall Sensor endet nach dem R25/47K und den R26/47K Spannungsteiler gegen Masse. Da ist dann der C7 .2 Kondensator (kein Elko). Das könnte es sein. Ich schau nochmal. Aber parallel versuche ein 2.Deck zu bekommen.
![[Bild: 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)
Das Service-Manual ist gruselig, ich hoffe, der Schaltplan-Ausschnitt stimmt...
Dann wäre es C6.
Der liegt fest an +5V, wird statisch aufgeladen auf+5V bzw. logisch H.
Der Hall-Sensor schaltet Transistor T5 und das entlädt den C6, so dass die Spannung gegen 0V bzw. logisch L geht.
Beim Uher CR 240 war es C703, der wird durch das Hall-Signal aufgeladen, wenn die Spule dreht.
VG Jürgen
(31.01.2025, 22:27)JUM schrieb: [ -> ]Das Service-Manual ist gruselig, ich hoffe, der Schaltplan-Ausschnitt stimmt...
Dann wäre es C6.
Der liegt fest an +5V, wird statisch aufgeladen auf+5V bzw. logisch H.
Der Hall-Sensor schaltet Transistor T5 und das entlädt den C6, so dass die Spannung gegen 0V bzw. logisch L geht.
Beim Uher CR 240 war es C703, der wird durch das Hall-Signal aufgeladen, wenn die Spule dreht.
VG Jürgen
Hallo Jürgen, danke für Tipp. Ich habe jetzt ein weiteres RC200 defekt gekauft. Es wird am Wochenende hier eintreffen, dann werde ich mir mal wieder das Deck vornehmen. Dann kann ich vergleichen.