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The authors have chosen the 2562 grid size and claimed that this grid size gave a grid-independent solution.
Experiments investigating the sensitivity to grid size and subgrid-scale parameterization are necessary for future model validation.
This initial solution is optimal (achieves minimum square error) once the grid size and the shift increment are fixed.
This exposes such model-checking to combinatorial issues depending on the grid size and the complexity of system dynamics.
The variations of the results due to modifications in the spatial grid size and time step are analyzed.
Results showed that the behavior of the two approaches is sensitive to both grid size and chemistry.
An optimal ratio between the grid size and the particle diameter in the range of 2 3 is suggested.
However, the surface resistivity was independent of the sample thickness, the grid size, and the grid height.
The grid size and the number of particles per cell are determined for a 5% error tolerance.
Artificial viscosity concepts are reviewed and linked to the grid size and the physical length scale of the discontinuity.
However, such models become intractable in the limit by grid size and time-step constraints, and by limitations in numerical modeling of uncertainties.
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