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The use of displacement discontinuities in a rate-dependent medium

机译:在依赖于速率的介质中使用位移不连续性

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This paper illustrates the use of displacement discontinuities in a rate-dependent elastoplastic-damage model. Rate-dependency is considered in the framework of Perzyna viscoplasticity. Displacement discontinuities are incorporated using the partition of unity property of finite-element shape functions. A combined continuous-discontinuous approach is proposed in which a discontinuity is only inserted after a certain amount of damage. Various examples illustrate the applicability of the combined approach to granular and quasi-brittle materials with and without fibre-reinforcement.
机译:本文说明了速率不连续的弹塑性损伤模型中位移不连续性的使用。速率依赖性在Perzyna粘塑性框架内考虑。使用有限元形状函数的单位性质分区合并位移不连续性。提出了一种连续不连续的组合方法,其中仅在一定程度的损坏之后才插入不连续性。各种示例说明了结合方法在具有和不具有纤维增强的情况下对粒状和准脆性材料的适用性。

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