Abstract
In this analysis, we considered the non Newtonian micropolar fluid flow with Soret and Dufour impacts at the non linear stretching cylinder. The impacts of the Bioconvection and gyrotactic microorganism is considered on the stretching cylinder. Using the boundary layer theory, the partial differential equations constructed under the assumptions. Furthermore, the partial differential equations are transformed into dimensionless system due to applied the dimension variable namely, similarity transformations. The dismensions system solved using the numerical technique bvp5c. Impacts of the fluid flow at the cylinder and physical parameters highlighted through graphs and tables. Velocity function enhances with enhancing the viscoelastic parameter while opposite behavior is seen the temperature and concentration function. The concentration distribution improved by enhancing the n and Sc while opposite behavior seen in the temperature distributions. Thickness of the micropolar fluid reduced due to enhancing the values of the Re.