线状纤维在热弹性介质中的破坏准则

Oleh Yashiy , Andrii Korniichuk , Iryna Didych , Dmytro Tymoshchuk , Iaroslav Pasternak
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引用次数: 0

摘要

本文介绍了含可变形线状非均质的热弹性固体的断裂准则。它重新审视了以前引入的这些非均匀性模型,这些模型将问题简化为研究沿空间曲线分布的特定影响函数。这种方法减少了问题中的自由度,并提供了更紧凑的解决方案。本文重点研究了这类非均匀材料在三种不同机制下的断裂行为:(a)非均匀性断裂,(b)非均匀性剥离,(c)非均匀性尖端处的断裂。给出了这些准则的数学表达式,并给出了数值结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Failure criterion for thread-like fibers in a thermoelastic medium
The paper introduces fracture criteria for thermoelastic solids containing deformable thread-like inhomogeneities. It revisits previously introduced models of these inhomogeneities, which reduce the problem to studying specific influence functions distributed along a spatial curve. This approach reduces the number of degrees of freedom in the problem and provides a more compact solution. The paper focuses on the fracture behavior of such inhomogeneous materials under three distinct mechanisms: (a) fracture of the inhomogeneity, (b) its debonding, and (c) fracture initiation near its tip. The mathematical formulations for these criteria are provided, and numerical results are presented.
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CiteScore
1.70
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