Three-dimensional flow of Jeffery fluid with convective surface boundary conditions

Three-dimensional flow of Jeffery fluid over a stretched surface with convective boundary condition is examined in this article. The equations governing this flow are modeled. The series solutions of nonlinear equations are constructed. Results for velocity and temperature are analyzed. Further, numerical values of Nusselt number are computed and discussed. The present analysis in a limiting sense is compared with the previous results. An excellent agreement is noted.