Now, what gets to me is why would you need to stiffen a chassis well beyond the maximum twisting force applied?? What I mean is there is a theoretical maximum amount of force that would 'appear' at a wheel, say a bump on the road. This force is transferred from a horizontal to vertical force being put into the shock absorber mount. Would it be fair to say perhaps that envisage a 1 ton force hitting the wheel as the car drives along. Lets say that 1 ton is presented to the shock absorber and mount as 1 ton. The chassis then resists this through the rear shock mounts. If the chassis deflects 1 degree it would have a torsional stiffness of 1d per 2200 lbs (or there abouts).
Now if a force hits any wheel of your car at a weight of 1 ton, do you think your wheel would still be attached to the car? We know the wheel will ride up over a bump so it would take a severe amount of 'bump' to project 1 ton into the shock mounts.
Does anyone have any numerical information on forces against wheels vs shock input? What values does anyone know of that are actually applied to shock mounts in extreme conditions??
My thoughts are why over develop a chassis with weight etc to achieve a stiffness that is really not required? Why develop for say 10,000 lb/degree when the wheel could be ripped off at 5?
Now if a force hits any wheel of your car at a weight of 1 ton, do you think your wheel would still be attached to the car? We know the wheel will ride up over a bump so it would take a severe amount of 'bump' to project 1 ton into the shock mounts.
Does anyone have any numerical information on forces against wheels vs shock input? What values does anyone know of that are actually applied to shock mounts in extreme conditions??
My thoughts are why over develop a chassis with weight etc to achieve a stiffness that is really not required? Why develop for say 10,000 lb/degree when the wheel could be ripped off at 5?