Wave Propagation in a Nonlocal Strain-Softening Continuumby Gilles Pijaudier-Cabot, CNRS, Cachan, France,
Antonio Huerta, CNRS, Cachan, France,
Abstract: The problem of wave propagation in a nonlocal strain softening solid is first discussed analytically. It is demonstrated that 'loading' waves can still propagate in the strain softening regime, studying the admissible solutions of the equation of motion by a standard dispersion analysis. The error due to a discretization into finite elements is also derived in a one dimensional setting using the previous analytical result. The influence of the computation of nonlocal terms is illustrated.
Subject Headings: Strain hardening and softening | Wave propagation | Equations of motion | Finite element method | Load factors
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