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The numerical method consists in a finite volume staggered grid discretization of the governing equations.
The outlines of a finite-volume, staggered grid Navier Stokes solution using the projection method are discussed.
The governing equations are discretized using the finite volume method (FVM) on a m × n staggered grid.
Staggered grid Lagrangian schemes for compressible hydrodynamics involve a choice of how internal energy is advanced in time.
The discretization in the poloidal (r,z) plane is done by a finite-difference staggered grid method.
Staggered grid and implementation of cracks.
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(staggered-grid) finite-difference method in time domain.
An incompressible SIMPLEC code is used employing non-staggered grid arrangement.
The gas-phase governing equations are solved with SIMPLE algorithm and hybrid scheme in non-staggered grid system.
The governing equations are solved numerically with a finite volume method on an adaptive, non-staggered grid.
The fluid-flow equations are solved with the finite-difference projection method on a half-staggered grid.
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