الفهرس | Only 14 pages are availabe for public view |
Abstract In this thesis, analytical and numerical solutions for some problems of the peristaltic transport were studied and some non-Newtonian models are taken into our account. The main aim of this thesis is to study the peristaltic transport, which is a form of fluid transport, under the influence of Hall currents effect. Also, the distributions of temperature, concentration of nanoparticles, spin velocity and mass concentration through peristaltic flow are taken into account in our studies. The analytical solutions of equations of motion are based on a Homotopy perturbation method. Meanwhile the numerical solutions of equations of motion are based on Runge - Kutta Merson with a shooting technique. The trapping phenomenon is also obtained. The numerical calculations with the help of graphs are adopted to obtain the influences of various parameters, such as the Hall current, magnetic field, Brownian motion parameters, Grashof, Eckert, Darcy, Biot, Schmidt, Soret, Dufour, and Prandtl numbers on the previous distributions. This thesis consists of four chapters with their illustrated figures in addition to three appendices and list of references besides Arabic and English summarie. |