Theoretical analysis of power-law nanofluid across extended sheet with thermal-concentration slip and Soret/Dufour effect

The present research explores the theoretical analysis of power-law nanofluid across extended sheet with thermal-concentration slip and Soret/Dufour effects. Physical problem is converted into non-linear differential equations via similar transformations. The Keller box method has been utilized to solve the non-linear problems. In the nanofluid framework, the Soret/Dufour and magnetic fields are integrated. The Keller Box approach is apply on explanatory algebraic equations with MATLAB software to extract the numerical and graphical results. Physical features such as temperature description, velocity description, and mass distribution are examined in relation to different flow model variables. The findings show that the velocity profile increases with increasing thermal-concentration slip variable while mass concentration rate decreased. It is found that the heart transmission rate and fluid velocity are increased with increasing Brownian motion and Lewis variable. Present study is useful for the cooling process in industrial mechanical systems.