Combined Impact of Variable Viscosity And Thermal Conductivity on Free Convection of a Mhd Stream of a Casson Liquid in an Inclined Channel

The stream and heat transfer attributes of Boussinesq convection of a Casson liquid in an inclined channel is explored. The non-linear PDE's are transformed into nonlinear ODE's utilizing non-dimensional quantities. These nonlinear ODE's are solved numerically by utilizing Runge-Kutta technique along with shooting strategy. The outcomes are introduced for different estimations of the ratios of wall temperature, variable viscosity, variable thermal conductivity, Hartmann number, Casson parameter, buoyancy parameter and angle of inclination. The current outcomes are discovered acceptable concurrence with the previous distributions. It is discovered that the speed and temperature for inclined channel can be expanded or diminished with appropriate estimations of the ratios of physical parameters which is talked about under three distinct cases.