Modelling of 3-D Casson-Nano-Oldroyd-B fluid flow with Catteneo-Christov Double Diffusion effects: Applications in Bio-Medical Engineering

The goal of this study is to look into a number of slip effects that happen on a three-dimensional, steady, incompressible, viscous, electrically conducting Oldroyd-B fluid as well as Casson and nanofluids when thermal diffusion, diffusion thermo, and Cattaneo Hristov double diffusion effects are used. Things like thermophoresis, the Schmidt number, the Prandtl number, Brownian motion effects, and parts of chemistry processes are also looked at in this work. The use of similarity factors has increased the wide range of situations in which constitutive equations can be used to describe mass, energy, and concentration. Checking out computer systems built on MATLAB for using the bvp4c solution to solve the given governing equation problem. If you use the Sherwood number, the Nusselt number, and the skin friction factors, you can accurately measure the shear stress as well as the rates of mass and heat transfer at the border. When working with exact numbers, a table is a useful tool. Our goal is to get a full picture of how the problem is changing by looking into the real effects of many factors. Finally, the situation's effects are stressed with the help of pictures. Another way to get a better understanding of the memory effects is to compare the current results with data from the past.