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Simulation of finite-width process zone in concrete-like materials by means of a regularized extended finite element model

机译:用正则化扩展有限元模型模拟混凝土材料中的有限宽度加工区

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摘要

Experimental, tests carried out on concrete specimens show that a fracture process zone with finite width develops in front of the crack tip. Currently, the only way of modelling a finite-width process zone is to adopt a non-local continuum, damage model. This choice, however, precludes the description of macro-cracks, which emerge during the late stage of the cracking process. The extended Finite Element Method is a powerful tool for modelling the cracking process. The proposed extended Finite Element approach can simulate in a unified and smooth way both the formation of a process zone with finite width and its subsequent collapse into a macro-crack. Weak points of existing formulations, such as the necessity of ad hoc strategies in order to get mesh-independent results, and the sudden loss of stiffness at the transition from the continuous to the discontinuous regime, are overcome. In the case of tensile cracking, effectiveness is tested through comparisons with numerical and experimental results.
机译:在混凝土试件上进行的实验测试表明,在裂纹尖端的前面出现了宽度有限的断裂过程区域。当前,对有限宽度的过程区域建模的唯一方法是采用非局部连续体损伤模型。但是,这种选择排除了对宏观裂纹的描述,宏观裂纹在裂解过程的后期出现。扩展的有限元方法是用于模拟裂纹过程的强大工具。所提出的扩展有限元方法可以以统一且平滑的方式模拟有限宽度的工艺区域的形成以及随后塌陷为宏观裂纹的过程。克服了现有公式的弱点,例如需要特殊策略以获得与网格无关的结果,以及从连续状态到不连续状态过渡时刚度的突然损失。在拉伸裂纹的情况下,通过与数值和实验结果的比较来测试有效性。

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