The turbulence is composed from a large number of eddies of different scales. In the inertial range, the '2/3 power-law' for velocity structure function and the '-5/3 power-law' for energy spectrum were derived by Kolmogorov and were convinced as universal roughly. In this paper, the turbulence which obeys the power-law of the autocorrelation function will be taken as a matter of the different scale Brownian motions which obeys the exponent-law of the autocorrelation function and the local self-similarity for different scales. By which we demonstrated that the turbulent exchange coefficient of different scale hierarchy changes quantitatively with its scale size and atmospheric stratification stability.EI04197-201
The objective of this research has been to develop a consistent theory of the scaling behaviour of t...
The statistics describing variations of turbulent motions within the so called inertial range of len...
In this paper, we test the idea of equilibrium similarity, for which all scales evolve in a similar ...
A scaling hypothesis leading to generalized extended self-similarity (GESS) for velocity structure f...
Graduation date: 1994The statistics describing variations of turbulent motions within the so called\...
In this letter we report experimental evidence about the possibility to derive the $n$-order structu...
The nature of intermittency in shear dominated flows changes with respect to homogeneous and Isotrop...
The longitudinal fluctuating velocity of a turbulent boundary layer was measured in a water channel ...
Kolmogorov’s similarity hypotheses and his 4/5 law are valid at very large Reynolds numbers. For flo...
Abstract. Data from the SABLES98 experimental campaign (Cuxart et al., 2000) have been used in order...
The article of record as published may be located at http://dx.doi.org/10.1002/qj.2488This article d...
To describe the small-scale intermittency of turbulence, a self-similarity is imposed on the probabi...
The scaling laws of the temperature structure functions and their relation with those of velocity ha...
We introduce a cascade model for a turbulent velocity field. The cascade’s length is determined by a...
As the finite correlation time of a force driving turbulence is taken into account, a new, dimensi...
The objective of this research has been to develop a consistent theory of the scaling behaviour of t...
The statistics describing variations of turbulent motions within the so called inertial range of len...
In this paper, we test the idea of equilibrium similarity, for which all scales evolve in a similar ...
A scaling hypothesis leading to generalized extended self-similarity (GESS) for velocity structure f...
Graduation date: 1994The statistics describing variations of turbulent motions within the so called\...
In this letter we report experimental evidence about the possibility to derive the $n$-order structu...
The nature of intermittency in shear dominated flows changes with respect to homogeneous and Isotrop...
The longitudinal fluctuating velocity of a turbulent boundary layer was measured in a water channel ...
Kolmogorov’s similarity hypotheses and his 4/5 law are valid at very large Reynolds numbers. For flo...
Abstract. Data from the SABLES98 experimental campaign (Cuxart et al., 2000) have been used in order...
The article of record as published may be located at http://dx.doi.org/10.1002/qj.2488This article d...
To describe the small-scale intermittency of turbulence, a self-similarity is imposed on the probabi...
The scaling laws of the temperature structure functions and their relation with those of velocity ha...
We introduce a cascade model for a turbulent velocity field. The cascade’s length is determined by a...
As the finite correlation time of a force driving turbulence is taken into account, a new, dimensi...
The objective of this research has been to develop a consistent theory of the scaling behaviour of t...
The statistics describing variations of turbulent motions within the so called inertial range of len...
In this paper, we test the idea of equilibrium similarity, for which all scales evolve in a similar ...