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Woran erkennt man eine defekte Ölpumpe
Hallo,
habe immer noch das Problem, dass mein 744 im warmen Zustand den Öldruck verliert. Kalt 5 Bar, Warm geht er im Leerlauf auf 0,3 Bar runter. Wenn ich nun Gas gebe wird der Öldruck wieder höher 3,5 Bar.
Der Lama meinte, dass evtl. die Ölpumpe defekt ist, aber woran erkennt man eine defekte ÖP. Ich habe sie mir angeschaut aber keine Unstimmigkeiten entdekt.
Gruß Jenny
Hallo Jenny
an den sich abwälzenden Zahnflanken endsteht im Laufe der Zeit
ein >Schlupf
hallo
wen du kein öldruck hast gibts 2 möglichkeiten.
-ölpumpe ausgenudelt
-Kurbelwellen und oder pleullager eingelaufen.
ich würde erstmal aufschrauben und nachsehen.
mfg lukas
Hallo,
Kurbelwelle, Hauptlager und Pleuellager haben wir neu gemacht vor ca. 30 Std. Es war auch alles gut.
Das was mich die ganze Zeit besorgt hat, ist die Sache, dass ich die neuen Pleuellagerschrauben nicht verwenden konnte, da diese nicht in die Pleuel ging. Ein "Einziehen" mittels Nuss und Mutter war ging auch nicht. Somit haben wir die alten Schrauben wieder verwendet.
Der Händler hatte auch nur die neuen Schrauben. Alte Schrauben sind laut ihm nicht mehr zu bekommen.
Gruß Jenny.
wen eine schraube lose wäre hätte ein pleul schon lange mal nach der sonne geschaut .
dan bleibt dir nur eine neue öl pumpe einzubauen würde ich sagen
die Saugseite der Ölpumpe ist mit einem, die Druckseite mit zwei O-RIngen abgedichtet - habt Ihr die beim Einbau wieder montiert ? Oder ist es möglich das ggf. hier einer fehlt ? Bei den ganannten Punkten würde ich einmal unbedingt das Spiel der Hauptlager ermitteln (ist im Wewrkstatthandbuch Dieslmotor" beschrieben...
Viel Erfolg !
Carsten
Hallo, hast du den Öldruck schon mit einem geeichten Manometer kontrolliert? Würde ich empfehlen, bevor du zerlegst. Wenn du im Winter nicht fährst, könntest du auch ein Öl mit der Viskosität 20W/50
verwenden. Viel Erfolg
Sepp
Hallo,
habe heute den IHC nochmal auseinander geschraubt. Anbei habe ich Bilder von einem Pleuellager gemacht. Was haltet Ihr davon.
Deweiteren bin ich mir nicht sicher ob meine Pleuellagerschrauben Dehnschrauben oder Vollschaftschrauben sind. Ich habe ein Bild der Schraube im Werkstatthandbuch gefunden.
Meine Schraube sieht so aus:
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
Die Schraube die der Händler unter der Ersatzteilnummer hat sieht so aus:
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
Diese Schraube hatte ich jedoch beim Wechsel der Kurbelwelle nicht ins Pleuel gezogen bekommen und somit die alten wieder verwendet.
Handelt es sich bei meiner vielleicht um eine Vollschaftschraube?
Gruß Jenny
Wie sieht denn das Lagerspiel der Kurbelwelle aus - ist dort welches erkennbar wenn man mit nem Montiereisen die Welle bewegt/drückt ?
Carsten
Hallo,
ein Lagerspiel der Kurbelwelle konnte ich nicht feststellen. Habe auch hier mal Bilder einer Hauptlagerschale und der Kurbelwelle gemacht.
Gruß Jenny