Abstract
Conditions for the decay of a nonlinear wave into a system of waves traveling at different velocities in a viscoelastic weakly anisotropic medium are studied numerically. To this end, solutions of a hyperbolic system of equations are studied in the region of nonuniqueness of parameters, where one can construct a solution to the Riemann problem both with a single wave and with a system of waves corresponding to the same initial data.
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