A physical-space two-point closure for incompressible homogeneous isotropic turbulence is derived from the longitudinal correlation function evolution and closed using EDQNM-style phenomenology, then verified against DNS and classical EDQNM.
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2 Pith papers cite this work. Polarity classification is still indexing.
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A next-order balanced model SWQG^{+1} for shallow water systems captures vorticity asymmetry missed by standard QG while remaining filtered of inertia-gravity waves.
citing papers explorer
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Two-point Turbulence Closures in Physical Space
A physical-space two-point closure for incompressible homogeneous isotropic turbulence is derived from the longitudinal correlation function evolution and closed using EDQNM-style phenomenology, then verified against DNS and classical EDQNM.
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Emergent vorticity asymmetry of one and two-layer shallow water system captured by a next-order balanced model
A next-order balanced model SWQG^{+1} for shallow water systems captures vorticity asymmetry missed by standard QG while remaining filtered of inertia-gravity waves.