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Implicit consistent and continuum tangent operators in elastoplastic boundary element formulations

机译:弹塑性边界元公式中的隐式一致和连续正切算子

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摘要

This paper presents an assessment and comparison of boundary element method (BEM) formulations for elastoplasticity using both the consistent tangent operator (CTO) and the continuum tangent operator (CON). These operators are integrated into a single computational implementation using linear or quadratic elements for both boundary and domain discretizations. This computational setting is also used in the development of a method for calculating the J integral, which is an important parameter in (nonlinear) fracture mechanics.
机译:本文介绍了使用一致切线算子(CTO)和连续切线算子(CON)进行弹塑性的边界元方法(BEM)公式的评估和比较。这些运算符被集成到使用线性或二次元进行边界和域离散化的单个计算实现中。此计算设置还用于开发J积分的方法,J积分是(非线性)断裂力学中的重要参数。

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