A Numerical Solution Technique for Incompressible Flow

by Jeffery P. Holland, US Army Engineer Waterways, Experiment Station, United States,

Document Type: Proceeding Paper

Part of: Hydraulic Engineering


Presented is a numerical solution technique which employs the explicit predictor-corrector scheme of R.W. MacCormack in solving the governing two-dimensional equations of motion on a staggered grid. Convergence acceleration is sought through the use of a multigrid approach. Given that the technique is designed to solve for steady-state flow fields, A.V. Chorin's method is used to solve for pressure instead of Poisson solution. Results showing the validity of the scheme for both an inviscid and viscous model problem are presented.

Subject Headings: Fluid flow | Viscous flow | Numerical methods | Equations of motion | Hydraulic structures | Grid systems | Convergence (mathematics) | Viscosity

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