A convective-difference scheme for analyzing steady incompressible viscous flow.

A Central-Difference Scheme for a Pure Stream Function Formulation of Incompressible Viscous Flow

Implicit preconditioned WENO scheme for steady viscous flow computation

Article history: Received 31 March 2008 Received in revised form 2 September 2008 Accepted 21 September 2008 Available online 2 October 2008

Parallel Overlapping Scheme for Viscous Incompressible Flows

A 3D parallel overlapping scheme for viscous incompressible flow problems is presented that combines the finite element method, which is best suited for analysing flow in any arbitrarily shaped flow geometry, with the finite difference method, which is advantageous in terms of both computing time and computer storage. A modified ABMAC method is used as the solution algorithm, to which a sophist...

An implicit finite difference scheme for analyzing the effect of body acceleration on pulsatile blood flow through a stenosed artery

With an aim to investigate the effect of externally imposed body acceleration on two dimensional,pulsatile blood flow through a stenosed artery is under consideration in this article. The blood flow has been assumed to be non-linear, incompressible and fully developed. The artery is assumed to be an elastic cylindrical tube and the geometry of the stenosis considered as time dependent, and a co...

A Technique for Analyzing Finite Element Methods for Viscous Incompressible Flow

We give a self-contained presentation of our macroelement technique for verifying the stability of finite element discretizations of Navier-Stokes equations in the velocity-pressure formulation. The results are also presented in form suitable for the non-mathematical reader.