Will you help me with Coulomb friction model for my contact problem?
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Coulomb friction is a non-Newtonian material science phenomenon where the force and distance of friction varies continuously as the speed, pressure and surface area are varied. The phenomenon was named after the Dutch engineer Pieter Coulomb who first described it in 1784, in his study of the movement of iron filings. The phenomenon can be expressed mathematically using the concept of Newton’s law of inertia. The concept of Coulomb friction is useful for studying many mechanical systems in which force and friction
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Coulomb friction model is a way to calculate the force acting on a moving particle when it collides with a solid surface. This topic can be tricky, and I am glad I had someone to ask for help. I have used it in my homework for my Physics class. Personal Experience: As I moved across the lab table, I found that the hard material I was touching gave a resistance to my movement. However, when I approached a wall, the friction line was much farther away. This is because there was a smooth surface at the wall.
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I do understand, because your question is not straightforward, because for me the main problem is not to decide whether my friend should write a dissertation or not, but rather to find an answer to my own question — about Coulomb friction model for contact problem. Can you help me with it? I have a Coulomb friction model (for a flat plate with a surface of area A that contacts a smooth, uniform surface with surface area Σ and a potential energy V(u) per unit area), and I want to determine the force on that plate that the energy
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