NUMERICAL METHOD FOR VISCOELASTIC QUASI-STATIC AND DYNAMIC PROBLEMS
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摘要: 本文综述了自６０年代以来粘弹性体在准静态、动态下应力、变形的数值解法——有限元法、边界元法所取得的进展，对今后的研究提出了建议。Abstract: This paper summarizes the advances obtained,since the sixties,by FEM and BEM for viscoelastic quasi-stutic and dynamic problems. Emphasis isplaced on the advances in FEM of nonlinear viscoelastic large deformationproblems. The future research prospects are outlined in the final part of the paper.
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Key words:
- viscoelasticity /
- quasi-statics /
- dynamics /
- FEM /
- BEM
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