Squeezing flow analysis of MHD micropolar fluid on radial and angular velocity: A semianalytical approach

Abstract

Squeezing flow of an unsteady micropolar fluid between two parallel disks has been analyzed in the current study. Transverse magnetic field and flow through the porous medium are also considered and discussed. Similarity transformation is adopted to formulate the governing equations that turn complex PDEs into nonlinear ODEs. These transformed equations are handled semianalytically by using the Adomian decomposition method (ADM). For computational purposes, various characterizing parameters are used and their behaviors are presented via plotting. Computations for the physical quantities of interest are obtained and shown in tables. The conformity of the present solution is obtained in comparison to an earlier study in a particular case and found to be in good agreement.

Role of squeezing phenomenon in the reactive dynamics of Jeffrey fluid

“…Pradhan et al. [1] proposed a novel semi‐analytical approach for analyzing the squeezing flow behavior of a magnetohydrodynamic (MHD) micropolar fluid.…”

“…Understanding the behavior of squeezing flow in Jeffery nanofluids is crucial for optimizing heat transfer efficiency, designing advanced microfluidic devices, and developing innovative nanoscale transport systems. Pradhan et al [1] proposed a novel semi-analytical approach for analyzing the squeezing flow behavior of a magnetohydrodynamic (MHD) micropolar fluid.…”