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Numerical Computation of Stratified Nearly Horizontal Flows
The Euler equations of a two-layer fluid are solved using an implicit difference scheme for one-dimensional flow. The scheme has second order accuracy and is linearly nondissipative; all of its error is phase error. Data are presented for the scheme in a physically realistic way, to avoid nonlinear instabilities, and a control procedure for this purpose is described. The scheme is well behaved and reasonably fast in operation. It cannot, however, accommodate hydraulic jumps.
Numerical Computation of Stratified Nearly Horizontal Flows
The Euler equations of a two-layer fluid are solved using an implicit difference scheme for one-dimensional flow. The scheme has second order accuracy and is linearly nondissipative; all of its error is phase error. Data are presented for the scheme in a physically realistic way, to avoid nonlinear instabilities, and a control procedure for this purpose is described. The scheme is well behaved and reasonably fast in operation. It cannot, however, accommodate hydraulic jumps.
Numerical Computation of Stratified Nearly Horizontal Flows
Grubert, John P. (author) / Abbott, Michael B. (author)
Journal of the Hydraulics Division ; 98 ; 1847-1865
2021-01-01
191972-01-01 pages
Article (Journal)
Electronic Resource
Unknown
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