Impact of electroosmotic flow on a Casson fluid driven by chemical reaction and convective boundary conditions

Abstract

A numerical and theoretical review of the electroosmosis flow effect on a transient state Casson fluid by natural convection stream past an exponentially accelerated plate is provided in this report. Additionally, porous medium, thermal radiation, magnetic field, electric field, ramped wall temperature and isothermal concentration are taken into consideration. The equation of Poisson–Boltzmann is used to depict the electrical potential profile within the fluid medium linearized by the Debye–Hückel implementation. Using the Laplace transform technique, the analytical solutions of momentum, energy, and concentration equations are determined. The obtained solutions of axial velocity, fluid temperature, and concentration expressions are diagrammatically revealed, and numerical results for the number of Nusselt are also obtained for critical related flow parameters. The natural convection of ramped wall temperature was also compared to the isothermal system. With the increase in Joule heating parameter, mass Grashof number, Prandtl number, and chemical reaction parameter, the velocity has been reduced for both the case of ramped and isothermal wall temperatures (RIWT). The uses of the RIWT are applicable to clean nuclear plant wastewater, food manufacturing, drilling operations, and bioengineering operations.

Rotation, electromagnetic field, and variable thermal conductivity effects on free convection flow past an eternity vertical porous plate

“…They noticed that the electroosmosis parameter accelerates as the axial fluid velocity profile rises and reversed behavior is noticed in Helmholtz–Smoluchowski velocity. Also, Vijayaragavan et al 40 observed the influence of EMHD on Casson fluid flow through a perpendicular accelerated plate in the presence of joule heating and radiation parameters. They noticed that snowballing the electroosmosis parameter leads to a stronger velocity distribution.…”

Heat Transport Phenomena for the Darcy–Forchheimer Flow of Casson Fluid over Stretching Sheets with Electro-Osmosis Forces and Newtonian Heating

“…Zaher et al [42] analyzed the electro-osmotic forces in the non-Darcian flow of Williamson fluid containing microorganisms. Moreover, Rajaram et al [43] discussed the effects of thermal radiation on the electro-osmotic flow of Casson fluid towards an exponentially stretching sheet.…”