I have been thinking about this for a little while and can't really come up with an answer. I am interested in hearing what you all think.
Is there any real reason to use a taper on a shim stack, other than to provide room for the shims to move?
It seems that other than the last shim in the stack the remaining shims in the taper really don't act much differntly than the largest shims in the stack. That said you could use all large shims with a thicker small shim (I think RT calls this the clamping shim). I believe the taper could add some benefit if you don't want to run a little more or less damping than a straight stack could provide. I will try to give an example of what I am saying.
Take this stack(totaly made up)
10 .1 x 24
1 .1 x 12
2 .1 x 24
1 .1 x 22
1 .1 x 20
1 .1 x 17
1 .1 x 14
1 .1 x 13
1 .1 x 12
Now it seems that since a model of the stack could give you a displacement(amount of bend) for a given force on the stack.
Could you get the same displacement / force curve from a straight stack by varying the number and thickness of one diameter of shims. Something like this:
10 .1 x 24
1 .1 x 12
4 .1 x 24
1 .5 x 12
The only reason I increased the thickness of the last shim was to give more room for the stack to move.
I would think it would be easier to model this system mathematically but would you lose some level of ride quality.
What do you think?
Jason
Is there any real reason to use a taper on a shim stack, other than to provide room for the shims to move?
It seems that other than the last shim in the stack the remaining shims in the taper really don't act much differntly than the largest shims in the stack. That said you could use all large shims with a thicker small shim (I think RT calls this the clamping shim). I believe the taper could add some benefit if you don't want to run a little more or less damping than a straight stack could provide. I will try to give an example of what I am saying.
Take this stack(totaly made up)
10 .1 x 24
1 .1 x 12
2 .1 x 24
1 .1 x 22
1 .1 x 20
1 .1 x 17
1 .1 x 14
1 .1 x 13
1 .1 x 12
Now it seems that since a model of the stack could give you a displacement(amount of bend) for a given force on the stack.
Could you get the same displacement / force curve from a straight stack by varying the number and thickness of one diameter of shims. Something like this:
10 .1 x 24
1 .1 x 12
4 .1 x 24
1 .5 x 12
The only reason I increased the thickness of the last shim was to give more room for the stack to move.
I would think it would be easier to model this system mathematically but would you lose some level of ride quality.
What do you think?
Jason