Abstract
The loading process, in which the shear action on the boundary plane changes both the intensity and direction, is considered by the example of a one-dimensional plane problem for non-linear elastic incompressible half-space. It is shown that the solution in the front region of the shock wave is determined by a nonlinear evolution equations system in the space regions where the nonlinearity of the medium becomes a significant factor. The general solution of the evolution system was obtained. The particular solution of the evolution system for one of the most simple boundary conditions was considered as an example.
Published Version
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