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Augmented finite-element method for arbitrary cracking and crack interaction in solids under thermo-mechanical loadings

机译:热力作用下固体中任意裂纹和裂纹相互作用的增强有限元方法

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摘要

In this paper, a thermal–mechanical augmented finite-element method (TM-AFEM) has been proposed, implemented and validated for steady-state and transient, coupled thermal–mechanical analyses of complex materials with explicit consideration of arbitrary evolving cracks. The method permits the derivation of explicit, fully condensed thermal–mechanical equilibrium equations which are of mathematical exactness in the piece-wise linear sense. The method has been implemented with a 4-node quadrilateral two-dimensional (2D) element and a 4-node tetrahedron three-dimensional (3D) element. It has been demonstrated, through several numerical examples that the new TM-AFEM can provide significantly improved numerical accuracy and efficiency when dealing with crack propagation problems in 2D and 3D solids under coupled thermal–mechanical loading conditions.This article is part of the themed issue ‘Multiscale modelling of the structural integrity of composite materials’.
机译:本文针对复杂材料的稳态和瞬态耦合热机械分析,提出了一种热力学增强有限元方法(TM-AFEM),并对其进行了验证,并明确考虑了任意演化的裂纹。该方法允许推导显式的,完全冷凝的热机械平衡方程,该方程在分段线性意义上具有数学精确性。该方法已通过4节点四边形二维(2D)元素和4节点四面体三维(3D)元素实现。通过几个数值示例已经证明,新的TM-AFEM在热力-机械载荷耦合条件下处理2D和3D固体中的裂纹扩展问题时,可以显着提高数值精度和效率。本文是主题问题的一部分“复合材料结构完整性的多尺度建模”。

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