@article{scholars3441, pages = {106--113}, volume = {43}, title = {On accelerated MHD flows of second grade fluid in a porous medium and rotating frame}, year = {2013}, journal = {IAENG International Journal of Applied Mathematics}, number = {3}, note = {cited By 13}, keywords = {Exact solution; Fourier sine transforms; MHD flow; Porous medium; Rotating frame; Second-grade fluid, Fluid dynamics; Porous materials; Velocity, Magnetohydrodynamics}, author = {Salah, F. and Aziz, Z. A. and Ching, D. L. C.}, abstract = {The rotating magnetohydrodynamics (MHD) flow of a second grade fluid due to an accelerated plate is examined. Modified Darcy's law is used to formulate the physical problem in a porous space. Two cases of interest namely constant and variable accelerated MHD flows are addressed. Fourier sine transform technique is adopted to solve analytically the resulting problems. Finally, from the exact solutions the implied effects of emerging flow parameters on the velocity field are displayed and discussed.}, issn = {19929978}, url = {https://www.scopus.com/inward/record.uri?eid=2-s2.0-84884541040&partnerID=40&md5=1334e006b8f3a161681bb1a7d329dec8} }