Abstract
This research elaborates Darcy–Forchheimer magnetized flow based on non-Newtonian liquid induced by elongating surface. Rheological expressions of Casson liquid are utilized for mathematical analysis. Thermal stratification along with velocity and thermal slip aspects is considered. Heat transfer describes radiation and heat source/sink. The complex mathematical expressions featuring partial differential systems are rendered to ordinary differential systems by implementing boundary-layer approach. Numerical results are achieved through bvp4c scheme. Description of nondimensional factors is exhibited via pictorial and tabular depictions. The velocity and thermal field diminish when subjected to larger velocity and thermal slip factors.
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