含多孔介质圆管内粘弹性流体流动速度解的Darcy-Brinkman模型与Oldroyd-B本构模型关联研究

G. Q. Memon, A. W. Shaikh
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引用次数: 0

摘要

本文的基本目的是研究粘弹性流体在圆管内多孔介质中流动速度的求解,并将Lei-群技术应用于由连续性、动量和本构组成的PDE系统;方程,在适当的初始和边界条件下。将Darcy-Brinkman模型与Oldroyd-B本构模型相结合,对相关问题进行组织。研究是通过与初始和边值问题相关的PDE系统的解析解来安排的。利用李群方法,在对称条件下建立了系统的解析解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study for Darcy-Brinkman model connected Oldroyd–B Constitutive Model related with Solutions of Velocity of Viscoelastic Fluid Flow in a circular Pipe filled with Porous Media
The basic purpose of this research paper is to investigate the solution of velocity of viscoelastic fluid flow with Porous media in a circular pipe to use the Lei- group technique to the system of PDE’s comprising the continuity, momentum and constitutive; equations, under appropriate initial and boundary conditions. The associated problem is organized by using the Darcy-Brinkman model connected with Oldroyd–B constitutive model. The investigation is arranged through analytical solutions of the PDE’s system connected with initial and boundary value problem. The analytical solution is established under the symmetries for the system through Lie group method.
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