Kolmogorov’s equation, which indicates that the mean energy is transported by both turbulent advection and molecular diffusion at any scale of flow, cannot be balanced for flows encountered in the laboratory conditions at moderate range of Reynolds numbers. The main reason for this imbalance is inhomogeneous large-scales. In this work, a new generalized form of Kolmogorov’s equation is suggested for jet flows. The validity of this equation is investigated using hot-wire data obtained across the centreline of a round turbulent jet. In addition, the external intermittency and some other basic characteristics are studied
The current work investigates the validity of two cornerstone results of the Kolmogorov K41 theory o...
The aim of the current work is to investigate a series of new subgrid models by employing the Kolmog...
Real turbulent flows are difficult to classify as either spatially homogeneous or isotropic. Nonethe...
This thesis concerns the structure of turbulence and energy budget equations in the near to intermed...
The well-known isotropic relations [see Kolmogorov, Dokl. Akad. Nauk. SSSR 30, 301 (1941); 32, 16 (1...
For moderate Reynolds numbers, the isotropic relation between second-order and third-order moments f...
In this paper, we test the idea of equilibrium similarity, for which all scales evolve in a similar ...
The analytical framework based on the similarity hypotheses of Kolmogorov and Obukhov arguably provi...
Kolmogorov’s similarity hypotheses and his 4/5 law are valid at very large Reynolds numbers. For flo...
The analysis of the energy transfer mechanisms in a filtered wall-turbulent flow is traditionally ac...
The generalised Kolmogorov equation is used to describe the scale-by-scale turbulence dynamics in th...
The talk will introduce the Anisotropic Generalised Kolmogorov Equations (AGKE), which describe the ...
The large-scale structure of many turbulent flows encountered in practical situations such as aerona...
The generalised Kolmogorov equation is used to describe the scale-by-scale turbulence dynamics in ...
Kolmogorov's similarity hypotheses and his 4/5 law are valid at very large Reynolds numbers. For flo...
The current work investigates the validity of two cornerstone results of the Kolmogorov K41 theory o...
The aim of the current work is to investigate a series of new subgrid models by employing the Kolmog...
Real turbulent flows are difficult to classify as either spatially homogeneous or isotropic. Nonethe...
This thesis concerns the structure of turbulence and energy budget equations in the near to intermed...
The well-known isotropic relations [see Kolmogorov, Dokl. Akad. Nauk. SSSR 30, 301 (1941); 32, 16 (1...
For moderate Reynolds numbers, the isotropic relation between second-order and third-order moments f...
In this paper, we test the idea of equilibrium similarity, for which all scales evolve in a similar ...
The analytical framework based on the similarity hypotheses of Kolmogorov and Obukhov arguably provi...
Kolmogorov’s similarity hypotheses and his 4/5 law are valid at very large Reynolds numbers. For flo...
The analysis of the energy transfer mechanisms in a filtered wall-turbulent flow is traditionally ac...
The generalised Kolmogorov equation is used to describe the scale-by-scale turbulence dynamics in th...
The talk will introduce the Anisotropic Generalised Kolmogorov Equations (AGKE), which describe the ...
The large-scale structure of many turbulent flows encountered in practical situations such as aerona...
The generalised Kolmogorov equation is used to describe the scale-by-scale turbulence dynamics in ...
Kolmogorov's similarity hypotheses and his 4/5 law are valid at very large Reynolds numbers. For flo...
The current work investigates the validity of two cornerstone results of the Kolmogorov K41 theory o...
The aim of the current work is to investigate a series of new subgrid models by employing the Kolmog...
Real turbulent flows are difficult to classify as either spatially homogeneous or isotropic. Nonethe...