Add to ORKGA study is made of the spectrum of isotropic turbulence with the aid of the customary method of Fourier analysis. The spectrum of the turbulent motion is derived to the smallest wave lengths, that is, into the laminar region, and correlation functions and pressure fluctuations are calculated. A comparison with experimental results is included. Finally, an attempt is made to derive the numerical value of a constant characteristic of the energy dissipation in isotropic turbulence
The spectra of the pressure, and other higher-order quantities including the dissipation, the enstro...
Describes \u27current\u27 state of model developed by Taylor (1935), which is applicable to continuo...
Turbulence is a familiar phenomenon which gives rise to complicated problems in many branches of eng...
The statistical theory of turbulence affords an excellent medium for representing the kinematic cond...
Measurements of the spectrum and correlation functions at large Reynolds number (RN ~ 10^5 based on ...
Fluid turbulence is often referred to as 'the unsolved problem of classical physics'. Yet, paradoxic...
G. I. Taylor (1) gave an important impetus to the statistical theory of turbulence by introducing th...
The present work proposes a theory of isotropic and homogeneous turbulence for incompressible fluids...
The theory of turbulence reached its full growth at the end of the 19th century as a result of the w...
This paper gives a self contained review of some recent progress of the statistical theory of fully ...
Much recent work has been done in the study of isotropic turbulence, particularly from the point of ...
Flows observed in open channels are usually turbulent. The word turbulent describes a motion in wh...
In reading the publications on turbulence of different authors, one often runs the risk of confusing...
Abstract:- A scale-invariant model of statistical mechanics is applied to present a modified statist...
Numerical simulation is becoming increasingly used to support theoretical effort into understanding ...
The spectra of the pressure, and other higher-order quantities including the dissipation, the enstro...
Describes \u27current\u27 state of model developed by Taylor (1935), which is applicable to continuo...
Turbulence is a familiar phenomenon which gives rise to complicated problems in many branches of eng...
The statistical theory of turbulence affords an excellent medium for representing the kinematic cond...
Measurements of the spectrum and correlation functions at large Reynolds number (RN ~ 10^5 based on ...
Fluid turbulence is often referred to as 'the unsolved problem of classical physics'. Yet, paradoxic...
G. I. Taylor (1) gave an important impetus to the statistical theory of turbulence by introducing th...
The present work proposes a theory of isotropic and homogeneous turbulence for incompressible fluids...
The theory of turbulence reached its full growth at the end of the 19th century as a result of the w...
This paper gives a self contained review of some recent progress of the statistical theory of fully ...
Much recent work has been done in the study of isotropic turbulence, particularly from the point of ...
Flows observed in open channels are usually turbulent. The word turbulent describes a motion in wh...
In reading the publications on turbulence of different authors, one often runs the risk of confusing...
Abstract:- A scale-invariant model of statistical mechanics is applied to present a modified statist...
Numerical simulation is becoming increasingly used to support theoretical effort into understanding ...
The spectra of the pressure, and other higher-order quantities including the dissipation, the enstro...
Describes \u27current\u27 state of model developed by Taylor (1935), which is applicable to continuo...
Turbulence is a familiar phenomenon which gives rise to complicated problems in many branches of eng...