Problema cambio trasero

Tema en 'General' iniciado por Toru., 18 May 2015.

  1. Toru.

    Toru. Miembro

    Registrado:
    2 Feb 2014
    Mensajes:
    151
    Me Gusta recibidos:
    19
    Hola
    Creo que desde que tengo esta bici, tengo este problema que no he podido solucionar
    He ajustado el cambio varias veces, pero en un rato, si pedaleo despacio hacia atrás, se salta la cadena
    Os dejo un video para que lo entendáis mejor
    Un saludo!!



     
  2. Fondriest-tf3

    Fondriest-tf3 Miembro activo

    Registrado:
    22 Nov 2014
    Mensajes:
    764
    Me Gusta recibidos:
    220
    Creo que tienes la pata del cambio descentrada, pero con el video poco puedo decirte.
     
  3. caldero4x4

    caldero4x4 Miembro

    Registrado:
    31 Oct 2014
    Mensajes:
    70
    Me Gusta recibidos:
    9
    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 eso puede que sea o por que tienes la patilla doblada, o por el contrario porque el mismo cambio esta dolado y las roldanas estan desviadas.

    porque supongo que tendras la cadena bien engrasada no?

    prueba a alinear la cadena para ver si tienes algo torcido, las roldanas deverian estar colocadas justo una encima de la otra respecto al piñon.
    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
    un saludo

    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
     
    Última edición: 18 May 2015
  4. scott-ltd

    scott-ltd Adicto al xc Probadores

    Registrado:
    8 May 2008
    Mensajes:
    83.660
    Me Gusta recibidos:
    23.146
    Ubicación:
    POR EL MONTE.
    mira que las roldanas del cambio y la cadena no tenga nada.
     
  5. samu tsfc

    samu tsfc Miembro activo

    Registrado:
    5 Nov 2009
    Mensajes:
    240
    Me Gusta recibidos:
    104
    Ubicación:
    El Bierzo
    Retiró lo dicho.... Jaja aver que dicen por aquí
     

  6. tazz_zzr

    tazz_zzr Pincha Ruedas

    Registrado:
    1 Jul 2010
    Mensajes:
    1.174
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    337
    Ubicación:
    Mallorca
    yo lo que veo en el video es que la cadena empieza a saltar después de que hagas un cambio de marcha rodando hacia atrás. creo que deberías hacer el cambio hacia delante y una vez cambiado la marcha, probar hacia atrás, a ver si sigue haciéndolo. Que la transmisión te haga cosas raras intentando cambiar la marcha girando hacia atrás es hasta normal :D
     
  7. alberto2dm

    alberto2dm Miembro Reconocido

    Registrado:
    15 Jul 2012
    Mensajes:
    919
    Me Gusta recibidos:
    356
    Ubicación:
    Un Lugar de Caceres.
    Nunca se me paso por la cabeza cambiar de marchas pedaleando hacia atrás y ya son años, siempre se aprende algo nuevo, aunque no creo que sea muy recomendable.
     
    • Útil Útil x 1
  8. du212

    du212 Miembro Reconocido

    Registrado:
    23 Oct 2013
    Mensajes:
    1.854
    Me Gusta recibidos:
    764
    Ubicación:
    :: Navarra ::
    Hasta donde llego el cambio se hace siempre pedaleando hacia adelante, a contrapedal no funciona, al menos en shimano, en sram lo dudo.
     
  9. Toru.

    Toru. Miembro

    Registrado:
    2 Feb 2014
    Mensajes:
    151
    Me Gusta recibidos:
    19
    No estoy cambiando de marcha en ningún momento
    Para que iba a hacerlo?
    Solo pedaleo hacia atrás, y la cadena va saltando por el cassette
     

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