Mathematical Analysis of Magnetized Rotating Nanofluid Flow Over nonlinear shrinking surface: Duality and Stability

In this study, the MHD effect on boundary layer rotating flow of a nanofluid is investigated for multiple branches case. The main focus current research to examine characteristics nonlinear permeable shrinking sheet. Moreover, governing partial differential equations (PDEs) problem considered are reduced into coupled ordinary (ODEs) with appropriate similarity transformation. Numerical results based plotted graphs gotten by solving ODEs help three-stage Labatto IIIA method in bvp4c solver MATLAB. To confirm numerical outcomes, compared previously available outcomes and found good agreement. Skin friction coefficients, Nusselt Sherwood numbers, velocity profiles, temperature concentration profiles examined. show that dual (no) exist certain ranges suction parameter i.e., SSc (SSc). Further, decrease rising values Hartmann number upper branch, while reverse trend has been noticed lower branch. Profiles enhance increasing thermophoresis both branches. stability analysis also done branch stable from Finally, it noted symmetrical behavior regard rotation.