In this paper, the application of Caputo fractional derivative on unsteady boundary layer Casson fluid flow in a microchannel is studied. The partial differential equations which governed problem are considered with presence thermal radiation. transformed into dimensionless governing using appropriate variables. It then solved analytically Laplace transform technique transforms linear ordinary ...

The flow of blood in narrow arteries with bell-shaped mild stenosis is investigated that treats blood as non-Newtonian fluid by using the K-L model. When skin friction and resistance of blood flow are normalized with respect to non-Newtonian blood in normal artery, the results present the effect of stenosis length. When skin friction and resistance of blood flow are normalized with respect to N...

The impact of second order velocity slip with zero mass flux over a malting radially surface is deliberated in the present study to explore solution boundary layer flow for MHD Casson nano-fluid heat and transfer utilizing nonlinear thermal radiation, source temperature jumping effect. equation effect cross-diffusion set. Scheme R.K. using shooting method, fourth used derive correct transformat...

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The impacts of slip effects on the mixed convective flow a Casson fluid near stagnation point past vertical plate embedded in Darcy−Brinkman porous medium have been scrutinized. Assisting as well opposing flows are considered. Similarity equations obtained before being solved numerically using shooting method. Influences substantial parameters temperature distribution, velocity profile along wi...

Abstract Blood flow in narrow channels such as veins and arteries is the major topic of interest here. The Casson fluid with its shear-thinning attribute serves blood model. Owing to arterial walls, channel configured curved shape. activation energy nonlinear thermal radiation aspects are highlighted. boundaries flexible peristaltic wave travelling along channel. mathematical description proble...