Using magnetohydrodynamics (MHD), the thermal energy and mass transport boundary layer flow parameters of Reiner–Philippoff fluid (non-Newtonian) are numerically investigated. In terms transfer, non-linear radiation, Cattaneo–Christov double diffusions, convective conditions at surface, species reaction pertaining to activation all addressed. The stated governing system partial differential equ...

In this article, an investigation of the thermal and solutal energy transport in 3 D flow Maxwell nanofluid through a porous medium under influence magnetic field is performed. The heat generation source chemical reaction are also taken account as controlling agent for mass liquid. A novel idea Cattaneo-Christov theory Buongiorno model employed impact Joule heating present analysis. governing p...

In this Letter, we revisit the Maxwell-Cattaneo law of finite-speed heat conduction. We point out that the usual form of this law, which involves a partial time derivative, leads to a paradoxical result if the body is in motion. We then show that by using the material derivative of the thermal flux, in lieu of the local one, the paradox is completely resolved. Specifically, that using the mater...

Summary We consider the coupling between equations of motion a compressible fluid in two and three space dimensions with Christov’s equation for heat flux. is frame indifferent formulation classical model Cattaneo that allows flux to be eliminated obtain single hyperbolic temperature. The obtained system written quasilinear form state variables density, velocity, temperature It then shown this ...

The present article addresses the steady incompressible convective flow of kinetic theory-based Eyring–Powell fluid conveying nano-sized particle from a vertical plate with boundary condition and distribution nanoparticles fraction over its surface. Cattaneo–Christov model is imposed to scrutinize heat transfer analysis. A revised Buongiorno adopted, which considers zero nanoparticle flux at wa...

Examination of thermal and solutal energy with sophisticated guesstimate radiation bearing. Conveyance portents in Maxwell fluid pour thru the gain Cattaneo-Christov double diffusion theory is fulfilled this artefact. Unsteady 2D flow variable conductivity over stretching cylinder emission heat source/sink deliberated here. We verbalize partial differential equations (PDEs) under particular mol...

The Cattaneo-Christov model will be used to examine the significance of heat generation, viscous dissipation, and thermal radiation on a double-diffusive MHD flow in this study. In study, it was discovered that mass transfer can affected by nonlinear buoyancy significance. direction subjected uniform magnetic field. A set partial differential equations governs current design (PDEs). order simpl...

In the current study, since nanofluids have a high thermal resistance, and because non-Newtonian (Ree-Eyring) fluid movement on stretching sheet by means of suspended nanoparticles AA7072-AA7075 is used, proposed mathematical model takes into account influence magnetic dipoles Koo-Kleinstreuer model. The Cattaneo-Christov used to calculate heat transfer in two-dimensional flow Ree-Eyring nanofl...

Abstract This research is conducted to investigate heat and mass transport past over a stretched surface having pores in pseudo-plastic model. To study porosity effect, Darcy Forchheimer relation used. Thermal expressions are derived by engaging the double diffusion theories as extensively used researchers proposed Cattaneo Christov. Furthermore, thermal performance studied mixing tri-hybrid na...