Theoretical solutions for spectral function of the turbulent medium based on the stochastic equations and equivalence of measures

Artur Dmitrenko

doi:10.1007/s00161-020-00890-4

Back

Theoretical solutions for spectral function of the turbulent medium based on the stochastic equations and equivalence of measures

Continuum Mechanics and Thermodynamics 33(3): 603-610

Article 2020 English

Abstract

1 min read

The analytical formulas for spectrum of turbulence on the basis of the new theory of stochastic hydrodynamics are presented. This theory is based on the th

Related publications

Article2020

The Spectrum of the turbulence based on theory of stochastic equations and equivalenceof measures

Artur Dmitrenko

Journal of Physics Conference Series

Article2018

Results of investigations of non-isothermal turbulent flows based on stochastic equations of the continuum and equivalence of measures

Artur Dmitrenko

Journal of Physics Conference Series

Article2019

Determination of the correlation dimension of an attractor in a pipe based on the theory of stochastic equations and equivalence of measures

Artur Dmitrenko

Journal of Physics Conference Series

Article2020

Determination of critical Reynolds number in the jet based on the theory of stochastic equations and equivalence of measures

Artur Dmitrenko

Journal of Physics Conference Series

Article2016

An Estimation of Turbulent Vector Fields, Spectral and Correlation Functions Depending on Initial Turbulence Based on Stochastic Equations. The Landau Fractal Equation

Artur Dmitrenko

International Journal of Fluid Mechanics Research

Theoretical solutions for spectral function of the turbulent medium based on the stochastic equations and equivalence of measures

Abstract

Discussion(0)

Related publications

The Spectrum of the turbulence based on theory of stochastic equations and equivalenceof measures

Results of investigations of non-isothermal turbulent flows based on stochastic equations of the continuum and equivalence of measures

Determination of the correlation dimension of an attractor in a pipe based on the theory of stochastic equations and equivalence of measures

Determination of critical Reynolds number in the jet based on the theory of stochastic equations and equivalence of measures

An Estimation of Turbulent Vector Fields, Spectral and Correlation Functions Depending on Initial Turbulence Based on Stochastic Equations. The Landau Fractal Equation