Abstract
The Mehler–Fock transformation method is used to study the rolling of a rigid cylinder over a half-plane with initial stresses. The problem is reduced to a system of two dual integral equations, which are then reduced to a system of two integral Fredholm equations of the second kind. The system of integral equations is solved by the method of degenerate kernels. The dependences of the normal and tangential stresses on the elongation are plotted.
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