Abstract
The combination of heat generation or absorption and cross-bedding effects of a chemically reacting and radiating Casson fluid flow on a permeable Riga-plate is numerically modelled. Solutions of the physical problem which is governed by the Prandtl boundary layer equations are attained using an implicit finite difference scheme. The objective of this analysis is to signify the impact of EMHD Lorentz force, stratification and heat source/sink on the rheology of the fluid flow. The improved modified Hartmann number and heat generation enhances the flow speed. Also, contour slices of velocity depict the precise perception of the flow. The intensity of shear stress near the surface is high owing to double stratification which is strengthened alongside of the plate surface. Reliability of the results assured by means of comparison study.
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