Analysis of Lundgren's matched asymptotic expansion approach to the Kármán-Howarth equation using the eddy damped quasinormal Markovian turbulence closure

In this paper we investigate whether the features of the non-equilibrium cascade, which have been identified in recent studies using high-fidelity tools, can be captured in the case of the classical dissipation scaling by turbulence closures based on the statistical description of freely decaying is...

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Published in:Physical review fluids 2021-06, Vol.6 (6), Article 064602
Main Authors: Meldi, M., Vassilicos, J. C.
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Language:English
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Data Analysis, Statistics and Probability
Fluid mechanics
Mechanics
Physics
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description In this paper we investigate whether the features of the non-equilibrium cascade, which have been identified in recent studies using high-fidelity tools, can be captured in the case of the classical dissipation scaling by turbulence closures based on the statistical description of freely decaying isotropic turbulence. Numerical results obtained using the EDQNM model over a very large range
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subjects Data Analysis, Statistics and Probability
Fluid mechanics
Mechanics
Physics
title Analysis of Lundgren's matched asymptotic expansion approach to the Kármán-Howarth equation using the eddy damped quasinormal Markovian turbulence closure
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