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首页> 外文期刊>International Journal for Numerical Methods in Engineering >A non-local continuum damage approach to model dynamic crack branching
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A non-local continuum damage approach to model dynamic crack branching

机译:一种非局部连续损伤模型来模拟动态裂纹分支

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Dynamic crack-branching instabilities in a brittle material are studied numerically by using a non-local damage model. PMMA is taken as our model brittle material. The simulated crack patterns, crack velocities, and dissipated energies compare favorably with experimental data gathered from the literature, as long as the critical strain for damage initiation as well as the parameters for a rate-dependent damage law are carefully selected. Nonetheless, the transition from a straight crack propagation to the emergence of crack branches is very sensitive to the damage initiation threshold. The transition regime is thus a particularly interesting challenge for numerical approaches. We advocate using the present numerical study as a benchmark to test the robustness of alternative non-local numerical approaches. Copyright (c) 2014 John Wiley & Sons, Ltd.
机译:通过使用非局部损伤模型,对脆性材料中的动态裂纹分支不稳定性进行了数值研究。 PMMA被视为我们的模型脆性材料。只要仔细选择了损伤开始的临界应变以及与速率相关的损伤定律的参数,模拟的裂纹模式,裂纹速度和耗散能量就可以与文献中收集的实验数据相媲美。但是,从直接裂纹扩展到裂纹分支出现的过渡过程对损伤起始阈值非常敏感。因此,对于数值方法而言,过渡制度是一个特别有趣的挑战。我们主张使用当前的数值研究作为基准来测试替代性非局部数值方法的鲁棒性。版权所有(c)2014 John Wiley&Sons,Ltd.

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