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Gates Riemensatz passt nicht - 3er BMW - E46

Dieses Thema ist original verfügbar unter:
www.BMW-Syndikat.de [ Forum ] Die Wissensplattform und Treffpunkt rund um BMW Tuning Wartung und Pflege

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Beitrag von: oliver30
Date: 10.11.2018
Thema: Gates Riemensatz passt nicht
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Hallo zusammen,

Ich habe ein größeres Problem am 323ci.

Das bestellte Riemenkit von Gates passt nicht, von kfz teile 24 und von hess Autoteile passt das teil nicht.

ich vermute Bmw hat da was geändert....

Es sind mech. spannelemente verbaut. Besonderheit es ist keine zusätzliche Andruckrolle verbaut. Selbst auf der Gates hp gibt es nur dieses Kit.
Klima passt alles nur Wasserpumpe Generator nicht...

Als Besonderheit ist bei dem spannelement original ein 6kant angegossen, aus dem Gates Kit wird das Element an der Rolle selber entspannt

Vg
Oliver

Bearbeitet von: oliver30 am 10.11.2018 um 21:08:57


Antworten:
Autor: widi
Datum: 10.11.2018
Antwort:
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@oliver30
gib mal die weißen Zahlen und Ziffern bekannt,
welche an den Riemen draufstehen,
hab diese Woche 2 Riemen für meinen M54 gekauft,
liegen in der Garage, dann können wir vergleichen.

lg
widi
Autor: sg318is
Datum: 11.11.2018
Antwort:
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da gibt es den Umrüstsatz von Mechanisch auf Hydraulik Spanner, kannst du normal ohne Probleme verbauen



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[/img]

hier noch das PDF dazu...
https://mediahub.autoteile.check24.de/dokumente/produkt/8/204/INA_0022_de.PDF


Bearbeitet von: sg318is am 11.11.2018 um 16:45:02
wer länger Lebt wird später Alt
Bilder wieder online

Autor: oliver30
Datum: 11.11.2018
Antwort:
----------------------------------------------------------
Super, vielen Dank für die Lösung.

Ich gehe davon aus, dass es noch der erste Riemensatz ab Werk war😀

Vg
Oliver




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