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Felgenfrage. Speziell zur ET


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Da ich meine Azev A Felgen nimmer schön finde schaue ich gelegentlich nach etwas anderem im Design.

Große Alternative habe ich z.zt noch nicht, abgesehen von den Ori. Kreuzspeichen:)

 

Habe dennoch mich mal so umgesehen. Felgen mit Originaler 25ger ET sind selten.

 

Würden Felgen mit ET 36 bis ET 38 Passen? Ohne zu ziehen oder Spurplatten?

Habe das ganze System dazu nie wirklich verstanden:(

 

 

Habe mir mal die ET von den Original Felgen angesehen

-Styling 5 14 Zoll haben ET30

-Styling 5 15 Zoll " ET24

-Styling 10 15 Zoll " ET25

-Styling 10 16 Zoll " ET25 ( Z1 Felgen)

-Styling E30 14Zoll " ET35

-Ori. Stahlfelgen E30 " ET35

 

Sehe ich das Richtig das von ET 24 bis 35 alles Passen Müsste?

Denn bei den 14Zöllern ist ja noch eine menge Platz im Radkasten.

 

Würde mich über eine Gute Erklärung freuen.

 

Gruß

Ben

:watch: Unterschätze niemals die Dummheit des Vorbesitzers und seines Schraubers! :watch:

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Nein das kannman pauschal nicht sagen, da kommt es auch drauf an, ob die Felgen über die Bremse gehen. ATS Cup 7x15 ET20 tun das bespielsweise nicht.

Prinzipiell ist ET35 ab 15 Zoll beim ET30 eher zu klein

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:klug:

Der Durchmesser der Felge ist auch unerheblich. Entscheidend ist, dass die 14"-Felgen nur 6" oder 6,5" breit sind, die 15"-Felgen aber 7". Somit würde die 15er bei gleicher ET um 12,7 mm (25,4mm /2, bei 1" Unterschied bzw. 6,35mm bei 0,5" Unterschied) weiter nach innen ragen. Somit muss man die ET bei der 15er kleiner machen, damit die Felge entsprechend weiter raus kommt und nicht innen am Stoßdämpfer oder anderen Bauteilen schleift.

Alles rein rechnerisch ohne Bauteiltoleranzen.

Wird die ET zu klein gemacht, steht die Felge und der Reifen außen über. Grenze für 15er ist bei 7" Breite dann ET12.

7" Breite mit ET35 geht beim E30 nicht, ist eine typische Opel/VW-Größe. Beim E30 ist da ET24 oder kleiner angesagt.

 

Servus

Manfred

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naja vorne liegt die Grenze ja bei ET10..... wobei man sagen muss das eine 7x15 bei ET12 noch lange nicht übersteht, nicht vorne und nicht hinten.... und mehr als ET24.. das schaut einfach nur scheise aus.... wenns denn überhaupt noch passt...

ich hab meine ET13 jeweils noch mit 10er Distanzen gefahren pro Seite damit sie schön drin stehen und selbst dann war es nocht kein "drüber"stehen wie man sich das eigentlich vorstellen mag...

 

wenn man nach Felgen schaut, geht man ja meist eher von 7x15 aus oder eben 7x16, 7x17 oder auch breiter....

da kann man dann so ca sagen das man nicht größer als ET 24 gehen sollte und nach unten hin... wie man es eben gern haben möchte bzw soviel Platz wie man halt hat das auch nix schleift...

Cinis Cinerem, Pulvis ad Pulverum.

Cum diabolus regit, omnia licent

 

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

Mit der Einpreßtiefe beschreibt man das Maß der Felgenmittelachse zur Radanschlußfläche.

Die Radanschlußfläche ist die Fläche, mit der die Felge an der Bremsscheibe oder

Bremstrommel anliegt (der Radflansch!).

Wie Manfred schon richtig geschrieben hat, ist die Felgenbreite (Skizze Maß A) die entscheidende Größe, weil ja von der Felgenmittelachse (halbes Maß A) aus gemessen wird.

Dabei muß berücksichtigt werden, dass das Rad einerseits noch im Kotflügel ausreichend Platz hat sonst müssen die Kotflügel evtl. "gezogen" werden oder die Kotflügelkanten "umgebördelt" werden. Anderseits muss die Felgeninnenseite genügend Platz zu den Achsteilen (Federbein usw.) haben.

Weiteres wichtiges Kriterium:

Ändere ich bei gleichbleibender Felgenbreite die Einpresstiefe, so verändert sich auch der Lenkrollhalbmesser. Der Lenkrollhalbmesser ist serienmäßig negativ ausgelegt. Je weiter ich das Rad nach außen setze, egal ob durch Änderung oder z.B. durch Spurverbreiterungsplatten, je stärker verändere ich den Lenkrollhalbmesser.

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