Analysis of energy and momentum transport for Casson nanofluid in a microchannel with radiation and chemical reaction effects

Analysis of Joule heating and viscous dissipation on electromagnetohydrodynamic flow with electroosmotic effect in a porous microchannel: A heat transfer miniature enhancement

“…To study the MHD flow of nanofluids in a microchannel, Sarkar and Ganguly 7 created closed‐form analytical equations for Nusselt number and temperature distributions together with velocity. The effect of pressure gradient, transverse magnetic field, and electroosmosis of two immiscible metallic of different viscosities was carried out by Gajbhiye et al 8 Jayavel et al 9 provided a numerical analysis for a two‐dimensional (2D) Casson hybrid nanofluid motion due to an exponentially extending sheet subject to an electromagnetic field. The effect of heat radiation, magnetic field, and viscous dissipation was analyzed by employing magnetite particles and silver to achieve high temperatures on solar‐powered ships by Oreyeni et al 10 Using the power‐law model, Moghaddam 11 performed a numerical study of the MHD micropumps.…”

Exact Analysis of Unsteady Solute Dispersion in Blood Flow: A Theoretical Study

“…Not all fluids behave in advanced engineering in the same way as Newtonian fluids. Since their nonlinear shear rate as well as stress relationship, non-Newtonian fluids attract the attention of numerous researchers and have a big range of applications in industry and biology, including enhanced oil recovery, chemical processes like those found in distillation towers and fixed-bed reactors, and the use of pumping fluids like colloidal fluids, liquid crystals, synthetic lubricants, and biofluids (animal and human blood) [15,1]. Despite the use of Newtonian and a number of non-Newtonian fluid models to explore blood motion, it is now understood that the Herschel-Bulkley (H-B) model best captures the behaviour of blood.…”