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- W2168542016 abstract "The solution of initial-boundary value problems involving finite elastoplastic deformations is discussed. The formulation considered differs from conventional formulations in that the evolution law is expressed in terms of the dissipation function. A generalized midpoint rule is used to obtain an incremental problem, a variational form of which is derived. The finite element method is used for spatial discretization, and an algorithm to solve the resulting discrete problem is developed. This algorithm has the predictor–corrector structure common to most solution procedures for problems in plasticity. Methods for imposing the plastic incompressibility constraint are investigated. Solutions to two axisymmetric examples obtained using the proposed algorithm are presented and compared with those obtained by other authors." @default.
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- W2168542016 title "The variational formulation and solution of problems of finite-strain elastoplasticity based on the use of a dissipation function" @default.
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- W2168542016 doi "https://doi.org/10.1002/nme.1620371004" @default.
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