首页> 外文期刊>Journal of mechanics in medicine and biology >HOMOTOPY ANALYSIS OF TRANSIENT MAGNETO-BIO-FLUID DYNAMICS OF MICROPOLAR SQUEEZE FILM IN A POROUS MEDIUM: A MODEL FOR MAGNETO-BIG-RHEGLGGICAL LUBRICATION
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HOMOTOPY ANALYSIS OF TRANSIENT MAGNETO-BIO-FLUID DYNAMICS OF MICROPOLAR SQUEEZE FILM IN A POROUS MEDIUM: A MODEL FOR MAGNETO-BIG-RHEGLGGICAL LUBRICATION

机译:多孔介质中微挤压膜瞬态磁-生物-流体动力学的同质分析:磁-大-流变润滑的模型

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摘要

The transient squeezing flow of a magneto-micropolar biofluid in a noncompressible porous medium intercalated between two parallel plates in the presence of a uniform strength transverse magnetic field is investigated. The partial differential equations describing the two-dimensional flow regime are transformed into nondimensional, nonlinear coupled ordinary differential equations for linear and angular momentum (micro-inertia). These equations are solved using the robust Homotopy Analysis Method (HAM) and also numerical shooting quadrature. Excellent correlation is achieved. The influence of magnetic field parameter (Ha), micropolar spin gradient viscosity parameter (T) and unsteadiness parameter (S) on linear and angular velocity (micro-rotation) are presented graphically, for specified values of the micro-polar vortex viscosity parameter (R), Darcy number (Da i.e. permeability parameter) and medium porosity parameter (epsilon). Increasing magnetic field (Ha) serves to decelerate both thelinear and angular velocity i.e. enhances lubrication. The excellent potential of HAM in bio-lubrication flows is highlighted.
机译:研究了在均匀强度的横向磁场存在下,磁性微极生物流体在插在两个平行板之间的不可压缩多孔介质中的瞬态压缩流动。将描述二维流动状态的偏微分方程转换为线性和角动量(微惯性)的无量纲,非线性耦合的常微分方程。这些方程使用鲁棒的同伦分析方法(HAM)和数值射击正交函数求解。实现了极好的相关性。对于微极涡旋粘度参数的指定值(),以图形方式显示了磁场参数(Ha),微极自旋梯度粘度参数(T)和不稳定参数(S)对线速度和角速度(微旋转)的影响。 R),达西数(Da,即渗透率参数)和中等孔隙度参数(ε)。磁场(Ha)的增加可同时降低线速度和角速度,即增强润滑作用。突出了HAM在生物润滑流中的巨大潜力。

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