In the past several years, Abaqus, the leading edge of the implicit method, has added the explicit method to its line-up. Consequently, the ability to solve highly nonlinear problems, especially for two of them, i.e., geometric nonlinearity and boundary condition nonlinearity, has been extensively improved. However, as for material nonlinearity, the issue of defining the constitutive law unresolved. This is due to the fact that this issue may not be resolved solely by using FEM capabilities, but rather may be deeply involved with the management of FEM.
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