The principles of self-similar isotropic turbulence are applied to the analysis of grid-decay. In particular it is theoretically established that energy-transfer occurs in only two distinct invariant modes. The decay constant of third-order correlations is posed in terms of the amounts of each mode present in the decay. This constant is determined empirically, and is found to be relatively insensitive to changes in Re. The related decay of turbulence intensity is computed. © 1989
An equilibrium similarity analysis is applied to the transport equation for 〈(δq)²〉 (≡〈(δu)²〉 + 〈(δv...
In this study we present the results of an attempt to experimentally measure the energy decay in win...
We investigate the decay of freely evolving isotropic turbulence. There are two canonical cases: E(k...
The theory of isotropic turbulence is investigated. In particular it is established that, for self-s...
Much recent work has been done in the study of isotropic turbulence, particularly from the point of ...
International audienceBoth theoretical analysis and eddy-damped quasi-normal Markovian (EDQNM) simul...
A parallel pseudospectral code for the direct numerical simulation (DNS) of isotropic turbulence has...
A parallel pseudospectral code for the direct numerical simulation (DNS) of isotropic turbulence has...
A parallel pseudospectral code for the direct numerical simulation (DNS) of isotropic turbulence has...
Numerical simulation is becoming increasingly used to support theoretical effort into understanding ...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for 〈(δq)²〉 (≡〈(δu)²〉 + 〈(δv...
In this study we present the results of an attempt to experimentally measure the energy decay in win...
We investigate the decay of freely evolving isotropic turbulence. There are two canonical cases: E(k...
The theory of isotropic turbulence is investigated. In particular it is established that, for self-s...
Much recent work has been done in the study of isotropic turbulence, particularly from the point of ...
International audienceBoth theoretical analysis and eddy-damped quasi-normal Markovian (EDQNM) simul...
A parallel pseudospectral code for the direct numerical simulation (DNS) of isotropic turbulence has...
A parallel pseudospectral code for the direct numerical simulation (DNS) of isotropic turbulence has...
A parallel pseudospectral code for the direct numerical simulation (DNS) of isotropic turbulence has...
Numerical simulation is becoming increasingly used to support theoretical effort into understanding ...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for $\langle(\delta q)^{2}\r...
An equilibrium similarity analysis is applied to the transport equation for 〈(δq)²〉 (≡〈(δu)²〉 + 〈(δv...
In this study we present the results of an attempt to experimentally measure the energy decay in win...
We investigate the decay of freely evolving isotropic turbulence. There are two canonical cases: E(k...