Abstract The current investigation is concerned with heat transfer and entropy generation analysis in a horizontal channel brimming porous medium the existence of aligned magnetic field, viscous joules dissipation temperature gradient source. boundary conditions are treated as constant values for velocity at lower upper walls. An explicit solution governing equations has been attained closed sy...

Forced convection of heat in a two-dimensional channel, partially filled by a porous insert is considered. This system is assumed under fully developed conditions and constant wall heat flux. Further, the fluid and solid phases can feature internal heat generation (exothermicity) and consumption (endothermicity). Analytical solutions are developed for the solid and fluid temperature fields by a...

Flow and heat transfer in biological tissues are analyzed in this investigation. Pertinent works are reviewed in order to show how transport theories in porous media advance the progress in biology. The main concepts studied in this review are transport in porous media using mass diffusion and different convective flow models such as Darcy and the Brinkman models. Energy transport in tissues is...

The rapid advancement in technology recent years has shown that nanofluids are very vital to further development science and technology. Moreover, many industrial specifications cannot be met by allowing natural convection only, hence the need incorporate forced into a single flow regime. research aims quantify mixed convective two-phase past vertical permeable surface Brinkman-Extended Darcy p...

A correction to this paper has been published: https://doi.org/10.1007/s11242-021-01631-0

Motivated by recent trends in spin coating operations chemical engineering which are exploiting nanomaterials, the present article investigates theoretically and numerically steady mass heat transfer von Karman swirling slip flow of a nanofluid from rotating disk touching to homogenous non-Darcy porous medium. The medium is simulated with Darcy–Forchheimer–Brinkman model. To track thermophoresi...

The flow of fluids with pressure-dependent viscosity in free-space and porous media is considered this study. interest to employ the physical model through a layer down an inclined plane order derive velocity expressions that can be used as entry conditions study two-dimensional flows channels. generalized equations Darcy, Forchheimer Brinkman are work. Â