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We assume that the domain Ω is well approximated by the computational domain (Omega_{h}).
This approximates by the computational domain where is a fixed length that is taken to be larger than the thickness of the boundary layer.
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The NDD approach is formulated by splitting the computational domain into an inner and outer region, with an interface boundary between the two.
The numerical procedure is a modification of an "expanding domain" type method where one obtains approximations of increasing accuracy by expanding the computational domain.
To overcome the unboundedness, conventional computational methods lead to extremely expensive costs, especially in high dimensions with a simple treatment of boundary conditions by making the computational domain large enough.
The jet is included in the steady flow potential flow model by separating the interior and exterior flow outside the aft fan duct with a thin barrier created by disconnecting the computational domain.
In such cases, a mesoscopic spatial model can be formulated by first discretizing the computational domain into subvolumes, or voxels.
The effect of stress on the T → M phase transformation was captured by explicitly applying stresses on the computational domain by entering them in the mechanical equilibrium equations as boundary conditions.
The chemical reactions are handled by SSA everywhere in the computational domain.
In the second one, the elements are assumed to be constrained to such a small size by geometrical features of the computational domain, that accuracy is disregarded.
The obtained synthetic fluctuations are imposed in the computational domain by modifying the velocity-pressure coupling algorithm in order to avoid nonphysical pressure fluctuations.
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