PascalM20

die geschmiedete Kurbelwelle hab ich liegen und die pleuel aus dem 2l hab ich auch da :brüll:fehlen also eig. nur Nockenwelle, verstellbares Nockenwellen Rad usw. und klar mehr hubraum ist immer gut aber es sind ja auch nur 200 ccm ist ja nicht ganz so viel :P

hab lange überlegt das zu machen also den 2.7 umbau aber an sich hab ich bei turbo umbau mehr Leistung raus da mein Ziel min. 250 ps eigentlich sind wird das schwer mit dem umbau und dann noch auf dem 2.7 ein turbo drauf hauen weis nicht an sich hört sich das gut an aber der turbo umbau bei dem 2.5 ist denk ich nicht ganz so kompliziert da mach nicht ganz so viel verändert :P und auch eine kosten Sache ist

hallo :) ich habe vor Meinen 325i auf turbo um zubauen nur stellt sich bei mir dir frage ob die Kurbelwelle das überhaut mit mache ich strebe so zwischen 250-300 ps an. es war cool wenn ihr einer ist der das schon gemacht hat und auch alles eingetragen ist da der wagen weiter hin auf der Strasse fahren soll :P mein plan oder Vorgehens weise war Motor komplett zu überholen alle lager neu Kolbenringe H-schaft Pleuel usw. so das der Motor nachher auf jeden fall stand fest ist. danke im voraus LG Pascal

Ja habe die e30 Anleitung durch gelesen und fand die 3.3 Variante ganz gut eigentlich, am liebsten würde ich ja aus meinem 325i so viel wie geht benutzen wegen kosten und dann die frage wie viel Man raus bekommt ? Wie bekomme ich denn raus welche schmirung ich habe auch ? Danke für die Hilfe schon mal

Hallo ich wollte meine 325i umbauen auf 2,7l so das ich gut uber die 200 ps komme und wollte mich mal schlau machen und tippst sammeln was man beachten sollte und welche Teile am besten waren. Ob die Dieselkurbelwelle besser ist dafür als die vom eta motor. Welche pleuels sich am besten eignen usw. Danke schon mal im voraus

ich wollte mal nachfragen ob ich auf irgendwas besonderes achten muss wenn ich in mein 325i ne klima nachrüste. und ob es ich die vom 318i einfach übernehmen kann ohne was zu verändern?

Hallo ich fahre ein 325i und wollte nun ein Gewindefahrwerk einbauen und wollte mal fragen was zu empfehlen ist. will naklar auch nicht ein halbes vermögen aus geben. danke schon mal im voraus

Danke für den rat werde das lauf der zeit malalles nachgucken :)

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Ich habe alles Masse kabel nachgeguckt und Sauber gemacht es wurde nicht besser. dann hab ich ein Masse kabel zusätzlich gelegt und seit dem lauft er wie ein Kätzchin 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 das Kabel was ich Grün umrandet habe :) ich danke für die ganzen ratschläge

sry die Lima gibt im stand ohne stromverbraucher 14V ab sobald ich Licht, Lüftung oder so anmachen geht sie runter auf 12,5V ja habe alle abgemacht und sauber gemacht und wieder rauf :) wie meinst du das mit dem Masse band ??? versteh ich grade nicht ganz :)

ich habe nun alle Masse kabel die ich kenne nachgeguckt und die sind soweit gut, habe sie Sauber gemacht und alles und es wir immer noch nicht besser. bin echt ratlos :( ich danke schon mal für die ganze hilfe :)

ich weis nicht villt hilft es weiter ich bin heute ein stück gefahren und da ist mir aufgefallen das es erst immer alles kommt wenn der Motor warm ist (das mit dem juckel)