Publication

Abstract : The present work investigates Reiner–Rivlin fluid's movement on a stretching surface with an inclined magnetic field, thermal radiation, and slip impacts. The governing equations are modeled with suitable assumptions. The governing equations are transformed into ordinary differential equations with suitable similarity terms. The numerical results are computed with the help of Runge-Kutta-Fehlberg 4th 5th order (RKF-45) and the shooting technique. The results are discussed in detail with the help of tables and graphs. The analysis mainly focuses on the different inclined angle impact over velocity and thermal profiles. The outcome reveals that the maximum thermal distribution and minimum velocity are seen with an inclined angle \(\xi = 90{^\circ }\). The cross-viscosity parameter directly impacts the velocity profile but shows a reverse trend on the thermal profile. The surface drag force is found to be minimum \(\xi = 90{^\circ }\) followed by \(\xi = 45^{^\circ}\) and \(\xi = 0{^\circ }\). The thermal distribution rate is observed maximum at \(\xi = 90{^\circ }\) than \(\xi = 45^{^\circ}\) and \(\xi = 0{^\circ }\).