28-02-2022, 12:58 PM
(This post was last modified: 28-02-2022, 01:08 PM by Dennis Nicholas.)
(26-02-2022, 10:09 PM)Tony Press Wrote: A couple of items.Yep I realise for tapered roller the hub would probably have to be different.......I do in fact have a Reliant which has a pair of tapered rollers at front whereby the outer races are held in the hub at a fixed distance apart and it is the moving together or apart of the inner races located on the stub that is used to set up the required end float........I have just completed a full careful rebuild of that cars front suspension.
If the inner large bearing is still a good fit on the stub shaft and in the felt carrier the 1/16" wobble in the felt carrier is the internal movement in the bearing (magnified at the rim of the felt carrier).
The internal clearance in a bearing is the radial clearance - if the ball groove radius in the bearing rings is larger than the ball diameter then the rings can move axially even with a small internal clearance. This is not a problem with the outer ball bearing keeping the hub upright.
The hub housing design is made for a pair of ball bearings. If taper roller bearings were installed the housing would have a quite different design.
Austin Seven hubs have survived for 100 years - if you want a car with taper roller bearing hubs then buy a different car.
Most modern cars now have hub units which usually use ball bearings.
I think Ball bearings have axial clearance as well as radial. (may be different or same depending on the type of bearing?)
Just out of curiosity I would like to know the actual figures for the internal clearance of the balls and race (axial) and the figures to show what the theoretical movement would be projected to the rim of the felt carrier if one side is pulled and the other side is pushed...........a different proposition to pulling and pushing both sides in the same direction at the same time when the movement would surely be the same as the bearing axial clearance? i.e. no magnification of movement due to turning moment around the centre of the balls/bearing at any distance from the centre.
Perhaps there is a bored mathematician/engineer out there that could amuse themselves with this little task
Dennis