Thermodynamic analysis of micropolar-casson fluid flow with PST and PHF heating condition over a curved stretching surface

In this research, we explore the flow dynamics of micropolar Casson fluids over curved surfaces, while incorporating prescribed heat and surface fluxes, as well as heat generation effects. By applying similarity transformation to the governing model, we derive individual differential equations which are then reduced to general differential equations. This transformation yields a mathematical structure conducive to problem analysis. Through the use of numerical methods, we solve ordinary differential equations to investigate the fluid dynamics and heat transfer phenomena in this specific flow configuration. The main aim of this study is to offer a comprehensive understanding of the intricate behavior displayed by micropolar Casson fluids on curved surfaces under the influence of prescribed heat and surface fluxes, along with heat generation. By employing numerical methods, this study aims to contribute to the advancement of theoretical understanding by addressing the complex interactions between fluid dynamics and thermal properties.