Abstract
The Green tensor complying with
anisotropic slip conditions at the surface of a plane, impermeable, motionless and slipping wall is theoretically obtained and an efficient numerical method is proposed to accurately compute at a very reasonable cpu time cost each of its Cartesian component. The accuracy of the advocated numerical strategy is tested against the Maple Software and the employed procedure makes it possible to calculate the Green tensor for a non-isotropic slip condition at a cpu time cost comparable with the one needed for the less complicated isotropic Navier condition.
Keywords
Stokes flow, plane wall, non-isotropic slip condition, Green tensor.
Cite This Article
Sellier, A., Ghalia, N. (2011). Green Tensor for a General Anisotropic Slip Condition. CMES-Computer Modeling in Engineering & Sciences, 78(1), 25–50.