Originally Posted by cayman_primera
Has any relapced the SRL with a panhard bar? I know this does not correct the geometry, but it atleast removes the sloppyness of the bushings.
As most of you may already know, I am running some stiff springs in the rear(600lbs) but would like to eleminate some slop from the rubber bushings.
So my idea is to just replace the scotts link with a panhard bar.
Just thinking why no one has tried this before other than installing 2j's kit? For auto-x, I am sure just replacing the bushings with heim joints would make a nice difference just like when you change the soft axle mount with the poly bushings.
Has any relapced the SRL with a panhard bar? I know this does not correct the geometry, but it atleast removes the sloppyness of the bushings.
As most of you may already know, I am running some stiff springs in the rear(600lbs) but would like to eleminate some slop from the rubber bushings.
So my idea is to just replace the scotts link with a panhard bar.
Just thinking why no one has tried this before other than installing 2j's kit? For auto-x, I am sure just replacing the bushings with heim joints would make a nice difference just like when you change the soft axle mount with the poly bushings.
I've considered this, but this panhard will be only 24" long, while the body of the p11 is about 48" long. With panhard bars, they move in a circle, the longer the bar the less relevant that circle is. They are also asymmetric, thus one side will lift and other side will squat. With such a short panhard bar the beam will have a lot of lateral displacement during compression and decompresion, which means your thrust angle will increase and decrease as your car moves up and down, not good!
What ever you do, if you keep stock SRL don't do this!
Scott Russell Link Solid Bushings
As Hank's video shows, you need that end link to move. If you do, the beam will bind up as it compresses and something will have to give, like one of the beam mounting points. Look up how triangles are some of the toughest geometry shapes.
Last edited by Vadim
on 2013-07-02
at 17-35-34.