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Unterlenkerhalter D-Serie
Guten Tag
Bei meinem D430 sind unten am Differentialgehäuse die normalen, einfachen Lagerböcke für die Unterlenker verbaut. Dazu die Streben für die Hubstangen:
Kann ich dazu auch diese Unterlenkerhalter montieren:
Oder stört dabei irgendwas? Ich nehme an, die Scheibe 5 dient dem Ausgleich der Stärke des Teiles 7d? Brauche ich längere Schrauben?
Meine Idee ist, die massiven Teile 7d+6e zum Anbringen einer PKW Anhängekupplung zu benutzen (Schweißarbeiten durch Fachmann, Absprache mit TÜV)
Grüße, Lutz
Hallo Lutz,
Ja das geht, hab ich bei mir auch verbaut. Zu den anderen Fragen kann ich morgen mal schauen wenn keiner schneller ist.
Gruß Alex
Danke Alex, dann fange ich mal an zu schrauben, Grüße, Lutz
Hallo Lutz,
du brauchst je Seite 1 Scheibe von rund 10mm Stärke zum Ausgleich zwischen der Strebe vom Halter (siehe Bild) zum Differentialgehäuse. Dies ist die einzige Schraube die gleichzeitig den Achstrichter hält. Hier wirst du längere Schrauben benötigen (1 Stk. je Seite). Schrauben dafür dürften 1/2" sein in G8 (also 10.9). Bekommst du bei www.Zollshop.de.
Falls gewünscht kann ich auch noch ein Bild machen, leider heute morgen Handy vergssen.
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
Gruß Alex
Hallo Alex, danke für den Hinweis. Habe die Konstruktion verstanden.
Viele Grüße, Lutz