By Victor Shrira,Sergey Nazarenko

Wave or susceptible turbulence is a department of technological know-how fascinated about the evolution of random wave fields of every kind and on all scales, from waves in galaxies to capillary waves on water floor, from waves in nonlinear optics to quantum fluids. inspite of the large variety of wave fields in nature, there's a universal conceptual and mathematical middle which permits to explain the approaches of random wave interactions in the comparable conceptual paradigm, and within the comparable language. the advance of this middle and its hyperlinks with the functions is the essence of wave turbulence technology (WT) that's a longtime fundamental a part of nonlinear science.

The booklet comprising seven experiences goals at discussing new demanding situations in WT and views of its improvement. a unique emphasis is made upon the hyperlinks among the idea and scan. all of the stories is dedicated to a specific box of program (there is not any overlap), or a singular strategy or thought. The experiences conceal a number of purposes of WT, together with water waves, optical fibers, WT experiments on a steel plate and observations of astrophysical WT.

Contents:

  • Wave Turbulence, a narrative faraway from Over (Alan C Newell and Benno Rumpf)
  • Fluctuations of the strength Flux in Wave Turbulence (S Aumaître, E Falcon and S Fauve)
  • Wave Turbulence in Astrophysics (Sebastien Galtier)
  • Optical Wave Turbulence (S ok Turitsyn, S A Babin, E G Turitsyna, G E Falkovich, E V Podivilov and D V Churkin)
  • Wave Turbulence in a skinny Elastic Plate: The Sound of the Kolmogorov Spectrum? (G Düring and N Mordant)
  • Gravity Wave Turbulence in a wide Flume (R Bedard, S Lukaschuk and S Nazarenko)
  • Towards a brand new photo of Wave Turbulence (V I Shrira and S Y Annenkov)

Readership: Researchers, execs and graduate scholars in mathematical physics, strength reports, sturdy & fluid mechanics, and complicated systems.

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Advances in Wave Turbulence: 83 (World Scientific Series on Nonlinear Science Series A) by Victor Shrira,Sergey Nazarenko


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