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Leergeweichtslage nach Tieferlegung
Querlenker und Hinterachse
Betreff: Leergeweichtslage nach Tieferlegung - Gepostet: 06.07.2015 - 16:47 Uhr -
Hallo Leute,
setze mich gerade mit dem Thema Tieferlegung auseinander . Wie sieht es mit der Neubestimmung der leergewichtslage aus ? Kann mir jemand Tipps dazu geben ?
vielen dank
Gruss Christian
setze mich gerade mit dem Thema Tieferlegung auseinander . Wie sieht es mit der Neubestimmung der leergewichtslage aus ? Kann mir jemand Tipps dazu geben ?
vielen dank
Gruss Christian
Betreff: Re: Leergeweichtslage nach Tieferlegung - Gepostet: 06.07.2015 - 19:14 Uhr -
da die Querlenker bei einer Tieferlegung generell nach oben wandern, haben diese eine andere Lage als Serie. Diese sollten nach Möglichkeit in der Endlage und mit "leeren Fzg." festgezogen werden.
GTI , 6Gang , 4/5türig mit elektr. Fh. hi. , CSGM , 18" Detroit , Xenon , Leder , MFL , RCD 510 , FSE Premium , GRA , Scheiben hi. abged. , Entf. Modellbez.
Änderungen : Eibach, Auspuff, Spurverbreiterungen usw.
GTI 05/2014 verkauft, seit 07/2014 Seat Leon 5F Cupra 280
Änderungen : Eibach, Auspuff, Spurverbreiterungen usw.
GTI 05/2014 verkauft, seit 07/2014 Seat Leon 5F Cupra 280

Betreff: Re: Leergeweichtslage nach Tieferlegung - Gepostet: 09.07.2015 - 12:05 Uhr -
ich weiss zwar nicht wo du rumschraubst, aber warum sollte der Aggregatträger raus ?, völlig unnötig und hat auch nichts mit der Leergew.lage zu tun. Der Aggreg.tr. ist ein fest verschraubtes Teil am Rahmen.
GTI , 6Gang , 4/5türig mit elektr. Fh. hi. , CSGM , 18" Detroit , Xenon , Leder , MFL , RCD 510 , FSE Premium , GRA , Scheiben hi. abged. , Entf. Modellbez.
Änderungen : Eibach, Auspuff, Spurverbreiterungen usw.
GTI 05/2014 verkauft, seit 07/2014 Seat Leon 5F Cupra 280
Änderungen : Eibach, Auspuff, Spurverbreiterungen usw.
GTI 05/2014 verkauft, seit 07/2014 Seat Leon 5F Cupra 280
Betreff: Re: Leergeweichtslage nach Tieferlegung - Gepostet: 09.07.2015 - 13:25 Uhr -
Es dreht sich genau um eine schraube und zwar beim linken Querlenker vorne. Für den Fall das du dir schon mal das angesehen hast es sind lauter dehnschrauben die nach dem lösen erneuert werden müssen und um die eine Schraube erneuern zu können musst du sehr viel zerlegen.
Betreff: Re: Leergeweichtslage nach Tieferlegung - Gepostet: 09.07.2015 - 17:49 Uhr -
ist mir durchaus bekannt, dafür muß aber nicht der Träger raus!
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
GTI , 6Gang , 4/5türig mit elektr. Fh. hi. , CSGM , 18" Detroit , Xenon , Leder , MFL , RCD 510 , FSE Premium , GRA , Scheiben hi. abged. , Entf. Modellbez.
Änderungen : Eibach, Auspuff, Spurverbreiterungen usw.
GTI 05/2014 verkauft, seit 07/2014 Seat Leon 5F Cupra 280
Änderungen : Eibach, Auspuff, Spurverbreiterungen usw.
GTI 05/2014 verkauft, seit 07/2014 Seat Leon 5F Cupra 280

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