Non-Uniform Heat Source/Sink and Multiple Slips on 3D Magnetic-Casson Fluid in a Suspension of Copper Nanoparticles Over a Porous Slendering Sheet

The present analysis covers the examination of three-dimensional MHD nanofluid over a slendering sheet with different water temperatures. For this, we considered copper as nanofluid and water as base fluid. A simulation is performed by mixing of copper nanoparticles into different water temperature. With the assistance of similarity variables, we converted the govern partial differential equations (PDEs) into ordinary differential equations (ODEs). The mathematical results resolute by employing R-K-Feldberg integration method. We reveal and explain the graphs for various parameters of interest. We presented the skin friction coefficient, reduced Nusselt and Sherwood numbers by considering the various parameters via tables separately for nanofluids (Cu-water with different temperatures). Comparison with capable results for reliable cases is excellent. We evaluated that the rate of heat transfer is high in mixture of Cu with water at 10 degrees C and the mass transfer rate is higher in water at 50 degrees C compared with the each other. This may happen due to the transfer of heat and a diffusion molecule is higher in water at 10 degrees C and water at 50 degrees C respectively.