Electromagnetic and radiative Casson fluid flow over a permeable vertical Riga-plate

Abstract

The convective Casson fluid flow past a Riga plate is investigated theoretically. The flow properties are elucidated through the analytical solutions of transport equations which are acquired by adopting the Laplace transform technique. This study mainly focuses on nonlinear flow characteristics under radiation, permeability and the wall parallel Lorentz force. The positive modified Hartmann number refers to the aiding flow which enhances the flow speed. The comparison between Newtonian and non-Newtonian fluid flow subject to the wall parallel Lorentz force has also been done graphically. Further, the results of this Casson fluid flow model correlated with the vertical flow under buoyancy effect.

Time fractional analysis of channel flow of couple stress Casson fluid using Fick’s and Fourier’s Laws

“…Raju et al 33 developed a mathematical model of Casson and Williamson fluid flow to investigate the flow, heat, and mass transfer over a stretching surface. Loganathan and Deepa 34 investigated the flow of convective Casson fluid paste a Riga plate. Rafiq 35 studied Casson fluid flow generated by the non-coaxial rotation of a disk.…”

Time Fractional Analysis of Channel Flow of Couple Stress Casson Fluid using Fick’s and Fourier’s Laws

“…Raju et al [36] developed a mathematical model of Casson and Williamson fluid flow to investigate the flow, heat, and mass transfer over a stretching surface. Loganathan and Deepa [37] investigated the flow of convective Casson fluid paste a Riga plate. Rafiq [38] studied Casson fluid flow generated by the non-coaxial rotation of a disk.…”

Study of a nonuniform heat source over a Riga plate using nth‐order chemical reaction on Oldroyd‐B nanofluid flow for two‐dimensional motion

“…The continually growing applications in such industrial processes have been arousing curiosity in the study of fluid flowing and heat transport over a Riga plate. As a result, much research [1][2][3][4][5][6][7][8] has explored a variety of heat transfer and flow problems for a range of fluids over the Riga plate and moving surfaces in the infinite liquid medium. The boundary layer motion for mixed convection of a nanofluid over a Riga plate is investigated in the existence of robust suction by Ahmad et al 9 The Newtonian fluid exhibits a linear relationship between strain and stress tensor, while non-Newtonian fluids exhibit a nonlinear relationship in nature.…”