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- W74249761 abstract "Our work focuses on oceanographic flows which can be adequately described by a two-dimensional shallow water system which governs the evolution of the depth-averaged flow velocities, u and , v and water column height, h. The model incorporates gravity, Coriolis, frictional, and wind forces. The traditional Eulerian formulation of the shallow water system involves solving a free-boundary problem for the wet-dry interface where . 0 = h This interface is not a-priori known and must be determined as part of the solution. We take a different approach. We develop a Lagrangian reformulation of the Eulerian system. This represents an essential simplification since we are now confronted with a system which holds on a fixed spatial domain, namely the wet region at time 0 = t which is known. We develop an effective computational model for the Lagrangian reformulation. This computational model parallelizes naturally and our" @default.
- W74249761 created "2016-06-24" @default.
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- W74249761 date "2009-01-01" @default.
- W74249761 modified "2023-09-27" @default.
- W74249761 title "A NEW LAGRANGIAN SHALLOW WATER CIRCULATION MODEL" @default.
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