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Numerical aspects of the crack band approach

机译:裂纹带方法的数值方面

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摘要

The crack band approach has been used in many engineering computations as a simple technique eliminating or reducing the sensitivity of numerical results to the size of finite elements in simulations that involve strain localization due to softening. In the present paper, this traditional technique is carefully analyzed and potential sources of errors are identified. The role of various components of the modeling strategy is elucidated by simple examples dealing with a one-dimensional tensile test and a two-dimensional model of a notched beam subjected to bending. The influence of the specific choice of finite elements, integration scheme and formuia for estimation of the crack band width is analyzed. Particular attention is devoted to the differences among band width estimation methods based on element area or volume, on element projection, and on the idea proposed by Oliver [32]. The results are summarized in the form of recommendations which can contribute to reduction of errors in practical simulations.
机译:裂纹带方法已在许多工程计算中作为一种简单的技术使用,它消除或减少了数值模拟对有限元尺寸的敏感性,而这种模拟涉及由于软化而引起的应变局部化。在本文中,对这种传统技术进行了仔细分析,并确定了潜在的错误来源。通过处理受弯的带缺口梁的一维拉伸试验和二维模型的简单示例,阐明了建模策略各个组成部分的作用。分析了有限元的具体选择,积分方案和公式对裂纹带宽度估计的影响。特别注意基于元素面积或体积,元素投影以及Oliver [32]提出的思想的带宽估计方法之间的差异。结果以建议的形式总结,可有助于减少实际模拟中的错误。

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