Impact indentation of a rigid body into an elastic layer. Axisymmetric problem

V. D. Kubenko, G. Osharovich, M. V. Ayzenberg-Stepanenko


An axisymmetric contact-impact problem is considered for an elastic layer subjected to normal indentation of a rigid body. An exact analytical solution is obtained in the case of a blunt shape of the indenter having a given velocity, and the stress pattern under multiple reflections is analyzed depending on the layer thickness. A numerical solution of the problem with arbitrary indenter shape is obtained on the basis of the simplified model of theory of elasticity having a single displacement coincident with the impact direction. The explicit finite difference algorithm is designed on the basis of the mesh dispersion minimization technique. Parametric analysis is presented of the stress pattern developed with time concerning to variations of irregular shapes of the indenter and its masses.

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