A comprehensive study of magnetized stratification flow of second grade micropolar nanofluids induced by the exponential stretched sheet is conducted. The current problem is established on the Newtonian heating (NH) and convective boundary conditions (CBC) flow model. To convert the governing system of dimensional differential equations into dimensionless differential equations, the feasible similarity transformations are introduced. The obtained dimensionless system is numerically computed using bvp4c built-in software package in matlab. The numerical data is utilized to express the role of dimensionless flow constraints on velocity profile micro-rotation profile , and temperature profile .The comparison of numerical results for particular cases with the previous results shows the validity of current problem. The magnetic field, and second-grade parameter influences on the nanofluids are important to understand the behavior of velocity and microrotation profiles. The thermal profile is significantly impacted by the range of parameters like thermophoresis parameter, and Dufour number which reflecting the greater heat transportation within the flow system.
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