受污染微极性流体球体外的振荡微极性流研究

Q2 Mathematics
Phani Kumar Meduri, Vijaya Lakshmi Kunche
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引用次数: 0

摘要

本文研究了不可压缩的非牛顿流体中微波沾污流体球形粒子外的轴对称直线摆动流假设,以及不可压缩的牛顿流体中粘性沾污流体球形粒子外的轴对称直线摆动流的小振幅摆动假设。速度场用流函数表示,并考虑了边界上的滑移条件。通过分析程序得出了流体速度和微旋转分量。还计算了作用在粒子上的阻力,并对特殊情况进行了验证。在固定参数值 k=0.1,ρ=0.6,ω=0.6,t=0.6 的情况下,在滑移参数(即 2≤s≤30)、微极性(即 8≤e≤32)和粘度比(即 5≤μ≤20)发生变化时,实际阻力和虚阻力值通过数值计算得出。图表显示了数值结果。结果表明,在不同的粘度比和微极性值下,滑移参数值与实际阻力成反比,滑移参数值与虚阻力成正比。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Study on Oscillatory Micropolar Flow Beyond a Contaminated Micropolar Fluid Sphere
In this paper, the hypothesis of the axisymmetric rectilinear oscillatory flow beyond a micropolar tainted fluid sphere particle in an incompressible non-Newtonian fluid and also the axisymmetric rectilinear oscillatory flow over a viscous tainted fluid sphere particle in an incompressible Newtonian fluid with small amplitude oscillations have been investigated. The velocity field is exhibited in terms of stream functions, and a slip condition is considered on the boundary. The fluid velocities and microrotation components were derived through analytical procedure. The drag force acting on the particle was also computed and verified for special cases. The real drag and imaginary drag values are numerically extracted for varying slip parameter i.e., 2≤s≤30, micro polarity i.e., 8≤e≤32 , and viscosity ratio i.e., 5≤μ≤20 at a fixed parameter values k=0.1,ρ=0.6,ω=0.6,t=0.6. Graphs and tables are used to display the numerical results. It was observed that there was an inverse proportion between slip parameter values, real drag and direct proportion between slip parameter and imaginary drag, for different viscosity ratio and micro polarity values.
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来源期刊
CFD Letters
CFD Letters Chemical Engineering-Fluid Flow and Transfer Processes
CiteScore
3.40
自引率
0.00%
发文量
76
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