Magnetic Dipole Impact Involvement on Ferromagnetic Non-Newtonian Radiative MHD Blood Flow under Two Boundary...

The primary focus of this research is the numerical analysis Casson flow behavior of ferromagnetic liquefied blood over an extended stretching region. The characteristics of the domain are influenced by factors such as radiation, blood flow velocity, thermal slip, and melting surface conditions. The governing equations for the impenetrable magneto-dynamic liquid blood are converted into the first-order ordinary differential equations by utilizing the alteration approach. The fourth-order R-K methodology is then used to solve these ODEs. The results show that the skin friction, Sherwood number, and Nusselt value get lower by increasing the ferromagnetic interface value. There is good concordance between the study's numerical approach and previously published studies. The magnitude of blood flow velocity and temperature are influenced by the Casson parameter, and the changes in these parameters are more noticeable with higher Casson parameter values. Furthermore, a drop in the Nusselt number and a strengthening of skin friction result from raising the Casson parameter.