Abstract
Abstract In the study, we inspect the impact of cross diffusion and aligned magnetic field on Casson fluid flow along a stretched surface of variable thickness. The differential equations explaining the flow situation have been transitioned with the succor of suited transfigurations. The solution of the problem is achieved by using bvp5c Matlab package. From the solution, it is perceived that the flow, temperature and concentration fields are affected by the sundry physical quantities. Results explored for the flow over a uniform and a non-uniform thickness surfaces. The influence of emerging parameters on the flow, energy and mass transport are discussed with graphical and tabular results. Results show that the thermal, flow and species boundary layers are uneven for the flow over a uniform and non-uniform thickness stretched surfaces.
Highlights
The convective mass and heat transfer past a stretched surface plays an essential part in modern industries for intends of reliable apparatus
Results explored for the ow over a uniform and a non-uniform thickness surfaces
Results show that the thermal, ow and species boundary layers are uneven for the ow over a uniform and non-uniform thickness stretched surfaces
Summary
The convective mass and heat transfer past a stretched surface plays an essential part in modern industries for intends of reliable apparatus. The e ects of cross di usion on chemically reacting MHD ow past a permeable stretched surface with Brownian motion and thermophoresis was numerically analyzed by Kandasamy et al [6]. Chemical reaction and thermal radiation e ects on MHD ow past a permeable stretched surface by considering suction was discussed by Mohankrishna et al [13]. R. Saravana et al, E ect of aligned magnetic eld on Casson fluid flow over a stretched surface ically studied by Sandeep and Animasaun [19]. E ect of aligned magnetic eld on Casson fluid flow over a stretched surface ically studied by Sandeep and Animasaun [19] They extended their work by considering the ow over a stagnation region [20].
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