- #1
Serilla
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Hello,
I have a cuboid on two different surfaces. I am applying a changeable force F to it, but it should stay on the same point / in static friction. I now want to calculate the combined (static) friction coefficient μ_combined out of the two known coefficients of cuboid to surface 1 μ_1 and cuboid to surface 2 μ_2. Forces (and if I forgot anything else) can be assumed to be known, it's just about calculating the combined friction coefficient.
But how am I calculating it?
My thoughts are that (e.g. mass and area of the cuboid is 50% on surface 1 and 50% on surface 2):
μ_combined = 0.5*μ_1 + 0.5*μ_2
Is that correct or is it too simplified?
Thanks for the help and sorry for my bad english, I'm not a native speaker.
I have a cuboid on two different surfaces. I am applying a changeable force F to it, but it should stay on the same point / in static friction. I now want to calculate the combined (static) friction coefficient μ_combined out of the two known coefficients of cuboid to surface 1 μ_1 and cuboid to surface 2 μ_2. Forces (and if I forgot anything else) can be assumed to be known, it's just about calculating the combined friction coefficient.
But how am I calculating it?
My thoughts are that (e.g. mass and area of the cuboid is 50% on surface 1 and 50% on surface 2):
μ_combined = 0.5*μ_1 + 0.5*μ_2
Is that correct or is it too simplified?
Thanks for the help and sorry for my bad english, I'm not a native speaker.
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