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Stability and patch test performance of contact discretizations and a new solution algorithm

机译:接触离散的稳定性和补丁测试性能以及新的求解算法

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摘要

stability and patch test performance are two important issues influencing the selection of discretization algorithms for flexible body contact problems. The patch test performance is dictated by the accuracy of evaluation of the contact integrals, not by the specific form of the gap, contact pressure, or contact surface definitions. Stability on the other hand, is related to the form of the assumed contact pressure distribution. In this paper, several commonly used contact algorithms are briefly summarized. and their stability in an inf-sup test and performance in a contact patch test are assessed. The existing algorithms do not satisfy both requirements. This fact has motivated the development of a new algorithm for flexible body contact problems that results in a symmetric coefficient matrix and satisfies both the stability and the contact patch conditions.
机译:稳定性和补丁测试性能是影响针对柔性身体接触问题的离散化算法选择的两个重要问题。斑贴测试的性能取决于接触积分的评估精度,而不是由间隙,接触压力或接触面定义的特定形式决定。另一方面,稳定性与假定的接触压力分布的形式有关。在本文中,简要总结了几种常用的接触算法。并评估了它们在infsup测试中的稳定性和在接触贴剂测试中的性能。现有算法不能同时满足这两个要求。这一事实推动了针对柔性人体接触问题的新算法的开发,该算法产生对称系数矩阵,并满足稳定性和接触贴片条件。

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