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Visualizza la versione completa : Piega tubo freno, pericoloso?


svernicetor
19/02/15, 16:53
ho montato da me i tubi in treccia (dopo incidente che ha danneggiato gli originali) su un manubrio a piega bassa e il tubo risulta lungo e difficoltoso da monatere ''normalmente''
ho risolto facendo fare al tubo questa curva..
qualcuno che se ne intende sa dirmi se è un cosa pericolosa, se la curva è troppo stretta o altro?
p.s. prima di metterla in strada la farò passare a fondo da un meccanico dato che tutti le 'ristrutturazioni' le sto facendo da me
grazie per le dritte :)
https://imageshack.com/i/pbq86Nqcj
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

enghira
19/02/15, 17:12
Più che la curva stretta, non mi sembra salutare che il tubo salga più in alto della vaschetta dell'olio, rischi di trovarti con una bolla d'aria nella parte più alta.

P.S. Perchè non provi a postare una foto del giro che hai fatto fare ai tubi?

svernicetor
19/02/15, 17:36
in teoria di aria dei tubi non dovrebbe essercene però no?
oltre quella curva il tubo va giù seguendo la strada di quello originale fino alla pinza..
forse dovrei cambiare raccordo..

rey1975
19/02/15, 20:19
istruzioni frentubo: evitare raggi di piegatura inferiori a 40 mm.....cosa di preciso voglia dire poi nn so!


Fertilizzante e gasolio...

Paolo_2013
20/02/15, 11:42
Probabilmente che non devi piegare il tubo facendo avvicinare le due parti per più di 4 cm ...
Se immagini di far fare al tubo una U, la parte della curva non deve far avvicinare le estremità per meno di 4 cm ... probabilmente una curva troppo stretta può creare problemi.
Dall'immagine svernicetor ha fatto fare una bella curva al tubo ma non so se ci sono 40 mm ... dovrebbe misurarlo lui.

dado71
20/02/15, 12:57
Se il raggio di curvatura deve essere inveriore a 40 mm
Probabilmente non devi piegare il tubo facendo avvicinare le due parti per più di 8 cm ...

svernicetor
20/02/15, 18:07
oddio se il raggio deve essere non meno di 4 il diametro quindi la distanza tra le due parti deve essere almeno 8 :(
diverse persone però mi hanno sconsigliato di avere parti di tubo sopra la vaschetta, dovrò cambiare raccordo o far passare il tubo da un'altra parte...

svernicetor
23/02/15, 16:44
per i posteri: ho fatto passare il tubo dal passaggio dove passa il cavo della frizione e taaac ci sta tutto :D
c'è abbastanza lunghezza di sicurezza per i movimenti della forcella anche :)
https://imageshack.com/i/pdXNRS4Rj