Remarks on Constitutive Modeling of Granular Materials

Mehrdad Massoudi
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Abstract

In this paper, we provide a brief overview of certain fundamental concepts which can be used to derive constitutive relations for the stress tensor of granular materials. These include concepts such as dilatancy, cohesion, yield criterion, shear banding, etc. The focus will be on the constitutive relations which are used in the so-called ‘frictional flow’ or ‘slow flow’ regime as opposed to the rapid flow regime; in the slow flow regime the material is about to yield or has just yielded and the flow has been initiated. This type of flow occurs in the storage of grains, etc., in silos and bins or hoppers after the valves/gates are opened. The techniques of continuum mechanics are used to discuss constitutive relations where the effects of non-linearities such as yield stress, dilatancy, density gradients, etc., are important.
颗粒材料本构模型研究述评
本文简要介绍了可用于导出颗粒材料应力张量本构关系的一些基本概念。这些包括诸如剪胀、黏聚、屈服准则、剪切带等概念。重点将放在所谓的“摩擦流”或“慢流”模式中使用的本构关系,而不是快速流动模式;在慢流状态下,物料即将屈服或刚刚屈服,流动已经开始。这种类型的流动发生在谷物的储存等,在筒仓和仓或料斗中,在阀门/闸门打开后。连续介质力学的技术被用来讨论本构关系,其中非线性的影响,如屈服应力,剪胀,密度梯度等,是重要的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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