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Numerical modeling of the movement of a rigid particle in viscous fluid

机译:硬质颗粒在粘性流体中运动的数值模拟

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摘要

summary:Modeling the movement of a rigid particle in viscous fluid is a problem physicists and mathematicians have tried to solve since the beginning of this century. A general model for an ellipsoidal particle was first published by Jeffery in the twenties. We exploit the fact that Jeffery was concerned with formulae which can be used to compute numerically the velocity field in the neighborhood of the particle during his derivation of equations of motion of the particle. This is our principal contribution to the subject. After a thorough check of Jeffery’s formulae, we coded software for modeling the flow around a rigid particle based on these equations. Examples of its applications are given in conclusion. A practical example is concerned with the simulation of sigmoidal inclusion trails in porphyroblast.
机译:摘要:自本世纪初以来,物理学家和数学家一直试图解决对粘性流体在硬质流体中运动的建模问题。椭圆形粒子的通用模型由Jeffery在20年代首次发表。我们利用了Jeffery与公式有关的事实,该公式可用于在推导粒子运动方程的过程中以数值方式计算粒子附近的速度场。这是我们对该主题的主要贡献。在仔细检查了Jeffery的公式后,我们编写了用于根据这些方程对围绕刚性粒子的流动进行建模的软件。最后给出了其应用示例。一个实际的例子是关于在成卟啉中的S形夹杂物轨迹的模拟。

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