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Steering shaft upgrade.

Steering shaft upgrade.

Master7

Jeeper
Posts
46
Media
4
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Location
Lucca Italy
Vehicle(s)
CJ-7 Ex Golden Eagle, now is miscellaneous version personalized.

AMC 304 V8 4 Speed.
Hi to everybody.

I want to do an upgrade to OEM power steering shaft to a new Borgeson steering shaft.
But i don't understand if i must change also upper and lower theese items:



Z
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Can you help me?
 
The borgeson shaft does not require a coupler. I would suggest passing on that new and very expensive shaft and just replace the coupler providing the end connections are o.k. I installed that shaft and found that it just has too many set screws to come loose.
 
Hi to everybody.

I want to do an upgrade to OEM power steering shaft to a new Borgeson steering shaft. But i don't understand if i must change also upper and lower theese items:

I put on a Flaming River Eezy-steer shaft that has a compression spring where it sleeves onto the pwr steering box. Even if I didn't tighten the upper and lower collar bolts, it would never come off.

Were I doing the job you have, I'd put new bearings where the steering column comes thru the firewall. It is relatively easy, relatively cheap, and you may never have to do it again. This replacement reduced steering slop.
 
If your plastic bearing retainer is not broke you do not need the whole kit just the bearing.
Any shaft that replaces the OEM pinned u-joint & bell coupler is a improvement, made my own with PTO u-joints, steering yokes & DD shafts from old steering shaft (had Flaming River sold it because it was for a early CJ5 and too short).
 
Ok thanks.

If i understood very well: on the steering box will don't change nothing, only on the upper i will change the beering and the plastic kit.

Right?

Master7
 
Correct.
 
I had mounted the Borgeson 000910 on my cj.

For pull the old steering shaft, it's very simple, before i had pull the two bolts (one of each side) and after i had cut the older shaft :-) .
After i had install the new bearing, and then the new steering shaft, is very simple.

The drive is very beautiful now!

Thanks for tour help.

Master7
 

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