Numerical solution of unsteady micropolar nanofluid model over exponentially curved surface with chemical reaction using BVP4C

This research investigates the time dependent flow of micropolar nanofluids over curved surfaces in the presence of chemical reactions by reducing governing equations into ordinary differential equations solved numerically and validated against alternative methods, ultimately revealing that fluid velocity and micropolar profiles are significantly influenced by surface curvature, unsteadiness, and material parameters, while temperature and concentration distributions increase with curvature but decrease with increasing Prandtl and Schmidt numbers.