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静止部分流化剪切颗粒流的序参量描述

Order parameter description of stationary partially fluidized shear granular flows.

作者信息

Volfson Dmitri, Tsimring Lev S, Aranson Igor S

机构信息

Institute for Nonlinear Science, University of California, San Diego, La Jolla, California 92093-0402, USA.

出版信息

Phys Rev Lett. 2003 Jun 27;90(25 Pt 1):254301. doi: 10.1103/PhysRevLett.90.254301. Epub 2003 Jun 23.

Abstract

We carry out a detailed comparison of soft-particle molecular dynamics simulations with the theory of partially fluidized shear granular flows. We verify by direct simulations a constitutive relation based on the separation of the shear stress tensor into a fluid part proportional to the strain rate tensor, and a remaining solid part. The ratio of these two components is determined by the order parameter. Based on results of the simulations we construct the "free energy" function for the order parameter. We also present the simulations of the stationary deep 2D granular flows driven by an upper wall and compare it with the continuum theory.

摘要

我们对软颗粒分子动力学模拟与部分流化剪切颗粒流理论进行了详细比较。我们通过直接模拟验证了一个本构关系,该关系基于将剪应力张量分离为与应变率张量成比例的流体部分和其余的固体部分。这两个分量的比例由序参量决定。基于模拟结果,我们构建了序参量的“自由能”函数。我们还给出了由上壁驱动的稳态二维深层颗粒流的模拟,并将其与连续介质理论进行了比较。

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