Theoretical Survey of Time-Dependent Micropolar Nanofluid Flow over a Linear Curved Stretching Surface

The heat and mass transfer of the unsteady flow a micropolar fluid over curved stretching surface was considered in this study. Brownian motion thermophoresis effects were explored analysis. suction/injection cases on discussed. Under assumptions, mathematical model designed employing boundary layer approximations using partial differential equations. A suitable transformation developed lie symmetry method. Partial equations transformed into ordinary by transformations. dimensionless system elucidated through numerical technique, namely bvp4c. involved physical parameters’ influences are described form graphs as well results tables. Our current work is helpful engineering industrial fields. unsteadiness parameter increases which Nusselt number at increased but concentrations declined. when increasing because small nanoparticles enhances rate. temperature profile declined due to values for both suction injection cases.