Oberlenker , Hubarme verstellbar ?

  • Ersteller Ersteller Bresegard
  • Erstellt am Erstellt am
B

Bresegard

Gast
moin ,

hab da mal ne Frage - wie sind die Hubarme ( oben ) zur Welle verbunden ?

Vielzahn so das man diese zahn für zahn nach oben oder unten verstellen kann ?

Oder ists ne welle mit Paßfeder und nur einer Stellung ?

Möche die Unterlenker in der Ruhestellung um 2-3cm nach Oben bringen

Danke schon mal für fachdienliche Hinweise ;)

Gruß

P.
 
Hallo P.

Im Werktsatthandbuch sieht es nach Vielzahn aus. Ob‘s wiklich klappt und wie fein die Verstellmöglichkeit ist kann ich nicht sagen. Habe das Ding noch nie zerlegt.

Gruss Fixu 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
 
hab da mal ne Frage - wie sind die Hubarme ( oben ) zur Welle verbunden ?

Vielzahn so das man diese zahn für zahn nach oben oder unten verstellen kann ?

Moin

Vielzahn ist richtig!

Meine waren damals richtig fest, ich musste mit Hitze und großen Hammer ans Werk gehen, damit ich sie herrunter bekomme.

 

Gruß Michael

http://meierhof-schlepper.jimdo.com/
 
Grüß dich Michael,

leider sehe nicht, was für einen Schlepper du hast. Bei meinem 135 er hatte ich die Hubarme ab; vielzahn,- aber an einer Stelle unterbrochen, im Prinzip aus drei (?) Zähnen einen gemacht. Also die Variante "Hubarme etwas verdrehen " geht nicht. Ich hatte nämlich extra "Körnerschläge" angebracht, war aber nicht nötig, weil sich die Hubarme nur in einer Stellung montieren lassen.- Wie gesagt, ist bei meinem 135 er so.

Gruß

Hartmut
 
Danke fixu für die ex zeichnung. so wie es aussieht müsste es klappen.

Und Michael hats ja auch schon gemacht. Hoffe mal bei mir ists nicht so fest.

Danke für die Info hilft mir sehr weiter :)

gruß an alle

P.
 
Moin P. ???

hltlf8j9.jpg
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idy4b9gn.jpg
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Gruß Michael
 
eup-1121786811-ea94e306ec9a2becaf6939f8de441b11-1405009009_big.jpgeup-1121786811-f6a55da3687fd7327b52e5b31697207c-1405009044_big.jpg

Hier kurz zwei Bilder dazu. Hat heute gepasst, habe ich den Hubarm kurz abgenommen um zu zeigen, wie es aussieht. Wie ich in meinem Beitrag oben schon beschrieben habe, sollte die Variante "Hubarm verdrehen" nicht gehen. ´Denke, daß das bei allen Modellen so ist. Könntest natürlich eins machen, mit der Flex den "Steg" auf der Welle "glatt machen",- ist aber sicher nicht im Sinne des Erfinders, sähe dann ungefähr so aus

eup-1121786811-e8a0c7ad4c2544a2c258aea78073be01-1405013736_big.jpg

Gruß

Hartmut
 
thorbo94:

Moin P. ???



 

Gruß Michael

[/quote]Moin

Ich hatte heute einmal die Platte an der Seite abgenommen, dort sieht es genau so aus wie bei Hartmut.

Ich habe damals die Arme abgebaut weil ich die Lift Assembly bis auf die Arme getauscht habe.

Pitypoint hat mir den Lift Assemply aus England mitgebracht.

Ich kommte den Bolzen (28) beim neuen gebrauchten Lift Assembly ganz locker in der Schale (5) hin und her schieben,

ob dort eine besondere Kerbe ist kann ich nicht sagen, das wäre sonst noch eine möglichkeit um die Hubarme zuverstellen.

Gruß Michael
 
Hallo ,

ich habe mir gerade die Bilder / Reparaturanleitung von Michael nochmal angesehen. Hier steht auch ...eup-1121798065-dd477722fa35634ac005e2fe3a802e9f-1405102529_big.jpg.  Will heissen, ist so, wie ich es dargestellt habe. Denke also, Fall geklärt. Bleibt also nur die Variante mit dem "Flexen",- falls es wirklich nötig sein sollte. -Geht´s nicht mit den Hubstreben?

Gruß Hartmut
 
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