Your example makes sense but I don't think it applies. Twisting a bar is not a linear exercise (trigonometric functions will describe the angular twist dependence on force and they are not linear - duh!).
Deformation of a coil spring is linear (progressive springs notwithstanding - I don't think an OEM R10 spring is progressive) governed by a simple law, Hooke's F=-kx where the k is the deformation constant dependent on material and construction and x is the deformation produced under force F. If the spring wire is constant section and isotropic material, no matter how much you change its length, the constant k stays the same.
That said, there are other considerations when you take the spring from the lab and put it under a car in a suspension setup or another. That is why I added my last comment - I don't remember well enough my R10 days especially in regards to suspension. Like I said, angle for instance can change its behaviour simply because the force applied then varies (with a trigonometric law, by the way). In RC we "lay down" shocks to make the car "softer" or stand them up to make the car more responsive (our shocks are all coilovers so in effect we change the position of the spring).
Same applies here.
And if the angle is not constant throughout the suspension stroke (which it almost never is) then your spring mimics more or less a progressive behaviour.
By the way, introducing an angle between the spring axis and the force direction will always result in an apparent raise of the spring rate simply because less of the force applies along the spring the larger the angle. This does not take into account the leverage advantage of one setup or another. We would need to get under the car, take a few measurements and do some math then.
Deformation of a coil spring is linear (progressive springs notwithstanding - I don't think an OEM R10 spring is progressive) governed by a simple law, Hooke's F=-kx where the k is the deformation constant dependent on material and construction and x is the deformation produced under force F. If the spring wire is constant section and isotropic material, no matter how much you change its length, the constant k stays the same.
That said, there are other considerations when you take the spring from the lab and put it under a car in a suspension setup or another. That is why I added my last comment - I don't remember well enough my R10 days especially in regards to suspension. Like I said, angle for instance can change its behaviour simply because the force applied then varies (with a trigonometric law, by the way). In RC we "lay down" shocks to make the car "softer" or stand them up to make the car more responsive (our shocks are all coilovers so in effect we change the position of the spring).
Same applies here.
And if the angle is not constant throughout the suspension stroke (which it almost never is) then your spring mimics more or less a progressive behaviour.
By the way, introducing an angle between the spring axis and the force direction will always result in an apparent raise of the spring rate simply because less of the force applies along the spring the larger the angle. This does not take into account the leverage advantage of one setup or another. We would need to get under the car, take a few measurements and do some math then.
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