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The present study investigates the solution trend and relative numerical error for different computational grid types over a range of grid sizes.
We tested a range of grid and time-step sizes to assure convergence of the simulations.
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The variogram of the Gaussian random function used to simulate the diagenetic levels is Gaussian, anisotropic with a range of 20 grid blocks along the main axis that is the diagonal one.
Hydrological simulations carried out over a range of spatial grids from 240 m to 15 km show that, for this case, the areal average ET appears to be insensitive to model resolution.
A convergence study indicates the split method has complexity O(N) over a wide range of grid spacings and Mach numbers, while the use of full coarsening for all equations makes the complexity deteriorate to almost O(N1.5).
The model successfully represents the original structural information in a wide range of grid sizes and improves the simulation accuracy within the given computational resources.
We have recently developed very precise carbon-interspaced antiscatter grids having a wide range of grid strip densities (i.e., 85 234 lines/in).
Although the first three models have a positive contribution to maintain the structural information in the resampled structure, their applicability is not completely assured in a wide range of grid sizes.
end{aligned} (43) An optimal value for α, achieving an isotropic numerical phase velocity, can be simply estimated as the mean value of α over the azimuthal angles, and it was found that it remains constant (approximately, 0.167) for a wide range of grid sizes, and it is insensitive to the value of the Courant number.
Photovoltaic systems are used in a wide range of applications and can be designed in a range of configurations, including grid-connected or stand-alone, fixed or tracking, flat plate or concentrator operation.
Firstly a benchmark problem is used to assess a range of turbulence models and grid types.
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