用物质点法计算固体变形

Yun-Tao Jiang, Tao Yang, Jian Chang
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引用次数: 1

摘要

许多有趣的现象都是由固体材料引起的。它们有多种类型,例如可变形的物体和颗粒状材料。在本文中,我们提出了一个基于MPM的框架来模拟各种固体材料。在这个框架下,固体力学是基于小变形理论的弹塑性模型。对于可变形物体,我们使用von Mises准则,对于颗粒状材料,我们使用具有非关联塑性流动规则的Drucker-Prager模型。因此,我们可以模拟可变形物体的各种变形和颗粒状材料的倾斜破坏。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Solid deformation by material point method
Solid materials are responsible for many interesting phenomena. There are various types of them, such as deformable objects and granular materials. In this paper, we present an MPM based framework to simulate the wide range of solid materials. In this framework, solid mechanics is based on the elastoplastic model following small deformation theory. We use von Mises criterion for deformable objects, and the Drucker–Prager model with nonassociated plastic flow rules for granular materials. As a result, we can simulate different kinds of deformation of deformable objects and sloping failure for granular materials.
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