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Emerging symmetries and condensates in turbulent inverse cascades

Emerging symmetries and condensates in turbulent inverse cascades

Emerging symmetries and condensates in turbulent inverse cascades. Gregory Falkovich Weizmann Institute of Science. Cambridge, September 29, 2008 ?? ???? ???''?. Lack of scale-invariance in direct turbulent cascades. 2d Navier-Stokes equations. Kraichnan 1967.

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396 views • 29 slides
Statistics of weather fronts and modern mathematics

Statistics of weather fronts and modern mathematics

Statistics of weather fronts and modern mathematics. Gregory Falkovich Weizmann Institute of Science. D. Bernard, A. Celani, G. Boffetta, S. Musacchio. Exeter, March 31, 2009. Euler equation in 2d describes transport of vorticity. Family of transport-type equations. m=2 Navier-Stokes

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418 views • 29 slides
Emerging symmetries and condensates in turbulent inverse cascades

Emerging symmetries and condensates in turbulent inverse cascades

Emerging symmetries and condensates in turbulent inverse cascades. Gregory Falkovich Weizmann Institute of Science. Cambridge, September 29, 2008 ?? ???? ???''?. Lack of scale-invariance in direct turbulent cascades. 2d Navier-Stokes equations. Kraichnan 1967.

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297 views • 29 slides
Symmetries of turbulent state

Symmetries of turbulent state

Symmetries of turbulent state. Gregory Falkovich Weizmann Institute of Science. D. Bernard, A. Celani, G. Boffetta, S. Musacchio. Rutgers, May 10, 2009. Euler equation in 2d describes transport of vorticity. Family of transport-type equations. m=2 Navier-Stokes

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346 views • 27 slides

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