Digital simulation of periodic fluid flow in a bifurcation

Author:

Ehrlich L.W.

Publisher

Elsevier BV

Subject

General Engineering,General Computer Science

Reference19 articles.

1. Solving the Biharmonic Equation as Coupled Finite Difference Equations;Ehrlich;SIAM J. Num. Anal.,1971

2. Solving the Biharmonic Equation in a Square: A Direct vs a Semi-direct Method;Ehrlich;APL/JHU, TG-1191,1972

3. Numerical Solutions for Fluid Flow in Rectangular Cavities;Zabransky,1968

4. A General Couples Equation Approach for Solving the Biharmonic Boundary Value Problem;McLaurin,1971

5. Marching vs Non-Marching for a Periodic Incompressible Viscous Flow Problem;Ehrlich;JHU/RAM RN-8,1972

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1. Flow and Vascular Geometry;Advances in Cardiovascular Engineering;1992

2. A Numerical Simulation of the Flow in a T-Type Bifurcation and Its Application to an “End to Side” Fistula;Journal of Biomechanical Engineering;1985-11-01

3. Computational aspects of aortic bifurcation flows;Computers & Fluids;1985-01

4. Steady and pulsatile flow distribution in a multiple branching network with physiological applications;Journal of Biomechanics;1982-01

5. An ad hoc SOR method;Journal of Computational Physics;1981-11

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