纳米改性聚合物中裂缝形成机制的建模

A. Gondlyakh, A. Sokolskiy, A. Kolosov, A. Chemeris, V. Shcherbina, S. Antonyuk
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引用次数: 1

摘要

这项工作致力于在静态载荷下纳米改性聚合物变形过程中发生的进化过程的数值模拟问题。采用有限元法。开发了一种特殊的八节点有限元并进行了数值实现。在Newton-Kantorovich算法的基础上求解纳米改性聚合物组合物的非线性变形问题,并辅之以考虑修正莫尔斯势的变刚度方法。将控制问题的数值解的结果与文献中已知的其他数值解的结果进行比较,表明它们具有良好的一致性。作为一个例子,给出了从反应塑性聚合物基体中拔出纳米管时渐进裂缝演化的建模结果。所开发的方法可以可靠地确定纳米改性聚合物的物理和机械特性以及基于它们的结构的强度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling the Mechanisms of Fracture Formation in Nanomodified Polymers
This work is devoted to the issues of numerical modeling of evolutionary processes occurring in nanomodified polymers during their deformation under static loading. The finite element method was used. A special eight-node finite element has been developed and numerically implemented. Solving the problems of nonlinear deformation of nanomodified polymer compositions is carried out on the basis of the Newton-Kantorovich algorithm, supplemented by a block that implements the method of variable stiffness, taking into account the modified Morse potential. Comparison of the results of numerical solutions of control problems with other numerical solutions known from the literature indicates their good agreement. As an example, the results of modeling the evolution of progressive fracture when pulling out a nanotube from a reactoplastic polymer matrix are presented. The developed methods make it possible to reliably determine the physical and mechanical characteristics of nanomodified polymers and the strength of structures based on them.
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