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Numerical Properties of 3D Grids in a Nonhydrostatic Model
LIU Yu-di
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS
2004, 21 (2):
149-155.
In the framework of linear baroclinic nonhydrostatic anelastic equations,calculation is undertaken for dispersions of inertia gravitational waves in different kinds of 3D(three-dimensional) grids from the perspective of frequency and group velocity, indicating that such 3D structures as EL/CP, C/CP and Z/LZ are superior to others in the computational dispersion properties, thereby providing a guidance to the selection of 3D grids applicable to atmospheric primitive equation nonhydrostatic models.
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