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首页> 外文期刊>International Journal for Numerical Methods in Engineering >Simulating the propagation of displacement discontinuities in a regularized strain-softening medium
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Simulating the propagation of displacement discontinuities in a regularized strain-softening medium

机译:模拟位移不连续性在规则应变软化介质中的传播

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A numerical model is developed which allows the inclusion of displacement discontinuities in a strain-softening medium, independent of the finite element mesh structure. Inelastic deformations develop in the continuum and, when a critical threshold of inelastic deformation is reached, a displacement discontinuity is inserted. Discontinuities are introduced using the partition of unity concept which allows discontinuous functions to be added to the standard finite element basis. It is shown that the introduction of displacement discontinuities at the later stages of the failure process can lead to a failure mode that is fundamentally different than that using a continuum model only. This combined continuum-discontinuous model is better able to describe the entire failure process than a continuum or a discrete model alone and treats mode-I and mode-II failure in a unified fashion.
机译:建立了一个数值模型,该模型允许在应变软化介质中包含位移不连续点,而与有限元网格结构无关。非弹性变形在连续区域中发展,当达到非弹性变形的临界阈值时,将插入位移不连续性。不连续性是使用统一概念的分区引入的,该概念允许将不连续函数添加到标准有限元基础中。结果表明,在破坏过程的后期引入位移不连续性会导致根本不同于仅使用连续模型的破坏模式。与单独的连续模型或离散模型相比,此组合的连续非连续模型更能够描述整个故障过程,并以统一的方式处理I型和II型故障。

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