Turbulence¶
Frisch, U. (1995). Turbulence: The Legacy of A. N. Kolmogorov. Cambridge University Press.
Cited by¶
4 citations across 4 artifacts.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Flow
- Intermittency
- The comprehensive
This sourceFrisch synthesizes experimental, numerical, and theoretical results; emphasizes intermittency, scaling exponents, and the partial success of dimensional analysis in predicting inertial-range properties. Essential for understanding high-Reynolds-number flow structure and the limits of mean-field descriptions. Cross-link with `turbulence` G3 sibling.
- The comprehensive
- Self-Organized Criticality
- In turbulent flows (the sun's photosphere, planetary atmospheres, ocean currents), energy injected at large scales cascades through smaller eddies in self-similar hierarchy, an organization Kolmogorov (1941) first characterized in his theory of locally isotropic turbulence and Frisch (1995) reviewed in detail.
This sourceFrisch synthesizes experimental, numerical, and theoretical results; emphasizes intermittency, scaling exponents, and the partial success of dimensional analysis in predicting inertial-range properties. Essential for understanding high-Reynolds-number flow structure and the limits of mean-field descriptions. Cross-link with `turbulence` G3 sibling.
- In turbulent flows (the sun's photosphere, planetary atmospheres, ocean currents), energy injected at large scales cascades through smaller eddies in self-similar hierarchy, an organization Kolmogorov (1941) first characterized in his theory of locally isotropic turbulence and Frisch (1995) reviewed in detail.
- Turbulence
- and universal Kolmogorov scaling holds across geometries and forcing types.
This sourceFrisch synthesizes experimental, numerical, and theoretical results; emphasizes intermittency, scaling exponents, and the partial success of dimensional analysis in predicting inertial-range properties. Essential for understanding high-Reynolds-number flow structure and the limits of mean-field descriptions. Cross-link with `turbulence` G3 sibling.
- and universal Kolmogorov scaling holds across geometries and forcing types.
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Registry ID ref:433cc153c32f · see in the full table