The one-dimensional surrogate for the dimensionless energy dissipation rate C/sub epsilon / is measured in shear flows over a range of the Taylor microscale Reynolds number R/sub lambda /, 70or approximately=300, a value of C/sub epsilon / approximately=0.5 appears to be a good universal approximation for flow regions free of strong mean shear. The present results for C/sub epsilon / support a key assumption of turbulence-the mean turbulent energy dissipation rate is finite in the limit of zero viscosit
Taylor's hypothesis, or the frozen turbulence approximation, can be used to estimate also the specif...
Bounds on the bulk rate of energy dissipation in body-force-driven steady-state turbulence are deriv...
We focus on an estimate of the decay exponent (m) in the initial period of decay of homogeneous isot...
The one-dimensional surrogate for the dimensionless energy dissipation rate C/sub epsilon / is measu...
This paper revisits values of the normalized energy dissipation rate (Cεe) in different flows (two-d...
The dimensionless kinetic energy dissipation rate C_epsilon is estimated from numerical simulations ...
The Taylor-Reynolds and Reynolds number (Re lambda and Re) dependence of the dimensionless energy di...
We examine the background flow variational principle for calculating bounds on the energy dissipatio...
New results from direct numerical simulation of decaying isotropic turbulence show that Taylor’s exp...
Non-dimensional parameters for the mean energy and scalar dissipation rates C<sub>ε</sub> and C<sub>...
Results are presented from an assessment of the applicability of Taylor’s hypothesis for approximati...
Estimation of the turbulent dissipation rate in a boundary layer is a very involved process. Experim...
We provide experimental measurements for the effective scaling of the Taylor–Reynolds number within ...
The first part of this thesis examines and compares the separate closure formalisms of Wyld and Mart...
An investigation of the turbulent fluctuating kinetic energy dissipation in low Reynolds number chan...
Taylor's hypothesis, or the frozen turbulence approximation, can be used to estimate also the specif...
Bounds on the bulk rate of energy dissipation in body-force-driven steady-state turbulence are deriv...
We focus on an estimate of the decay exponent (m) in the initial period of decay of homogeneous isot...
The one-dimensional surrogate for the dimensionless energy dissipation rate C/sub epsilon / is measu...
This paper revisits values of the normalized energy dissipation rate (Cεe) in different flows (two-d...
The dimensionless kinetic energy dissipation rate C_epsilon is estimated from numerical simulations ...
The Taylor-Reynolds and Reynolds number (Re lambda and Re) dependence of the dimensionless energy di...
We examine the background flow variational principle for calculating bounds on the energy dissipatio...
New results from direct numerical simulation of decaying isotropic turbulence show that Taylor’s exp...
Non-dimensional parameters for the mean energy and scalar dissipation rates C<sub>ε</sub> and C<sub>...
Results are presented from an assessment of the applicability of Taylor’s hypothesis for approximati...
Estimation of the turbulent dissipation rate in a boundary layer is a very involved process. Experim...
We provide experimental measurements for the effective scaling of the Taylor–Reynolds number within ...
The first part of this thesis examines and compares the separate closure formalisms of Wyld and Mart...
An investigation of the turbulent fluctuating kinetic energy dissipation in low Reynolds number chan...
Taylor's hypothesis, or the frozen turbulence approximation, can be used to estimate also the specif...
Bounds on the bulk rate of energy dissipation in body-force-driven steady-state turbulence are deriv...
We focus on an estimate of the decay exponent (m) in the initial period of decay of homogeneous isot...