Abstract
In this analysis, within the sight of compound response and warmth age/ingestion over a stretched, surface in permeable medium the impacts of sore, dufour and thermal radiation on two-dimensional MHD Casson liquid flows are studied. Utilizing the Homotopy investigation strategy, the governing dimensionless arrangement of standard differential conditions is solved by reducing the unique arrangement of halfway differential conditions utilizing sufficient variable adjustment. Effects of various predominant parameters: radiation parameter, soret parameter, dufour parameter, magnetic parameter, synthetic response, heat age/ingestion, and Casson fluid parameter are discussed and represented by graph on heat and mass transfer of two-dimensional MHD flow. Skin contact, Nusselt number, and Sherwood number expressions are derived and evaluated for various parameter values.
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