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Simulation of the nonplanar three-dimensional thermal cracking using the finite element-meshfree method

机译:使用有限元 - 网格纤维法模拟非平面三维热裂纹

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摘要

Thermal cracking widely exists in nature and engineering practices, attracting more and more attention nowadays. Understanding the failure mechanism of thermal cracking is critical to improving the efficiency and safety of engineering applications. Despite great efforts have been performed on the numerical modeling of thermal cracking, accurately representing and tracking a nonplanar three-dimensional (3D) cracking pattern is still a challenge. In this work, a novel thermo-mechanical coupling model (FEMM-TM), combining a heat transfer algorithm and the finite element-meshfree method (FEMM), is proposed to simulate the nonplanar 3D thermal cracking problems, involving the temperature transfer, thermal stress distribution, as well as the crack propagation and coalescence. The performance of the proposed FEMM-TM model is validated by numerical tests with analytical or numerical solutions. The nonplanar 3D thermal cracking problems under different thermal loading conditions are further investigated. Results show that the proposed method can be effectively deployed in the analysis of nonplanar 3D thermal cracking problems.
机译:热裂化在自然和工程实践中广泛存在,现在吸引了越来越多的关注。了解热裂纹的失效机制对于提高工程应用的效率和安全性至关重要。尽管对热裂纹的数值建模进行了巨大的努力,但准确地表示和跟踪非平面三维(3D)裂缝模式仍然是一个挑战。在这项工作中,提出了一种新的热机械耦合模型(FEMM-TM),组合传热算法和有限元 - 网格(FEMM),以模拟非平面3D热裂解问题,涉及温度传递,热应力分布,以及裂纹繁殖和聚结。通过分析或数值解决方案的数值测试验证了所提出的FEMM-TM模型的性能。进一步研究了不同热负荷条件下的非平面3D热裂解问题。结果表明,在非平面3D热裂纹问题分析中,可以有效地部署该方法。

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