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SUMMARY:STABILITY AND CASCADES FOR THE KOLMOGOROV-ZAKHAROV SPECTRUM OF WAV
 E TURBULENCE - Helge Dietert\, Université Paris Diderot
DTSTART:20231113T140000Z
DTEND:20231113T150000Z
UID:TALK208198@talks.cam.ac.uk
CONTACT:Amelie Justine Loher
DESCRIPTION:The kinetic wave equation arises in wave turbulence to describ
 e the Fourier spectrum of solutions to the cubic Schrödinger equation. We
  will consider the isotropic case which has similarities with the Boltzman
 n equation but has a cubic structures. Here I will introduce the known sta
 tionary states and the expected cascade behaviour. Finally\, I will presen
 t a first result for a non-trivial out-of-equilibrium steady state. j/w CH
 ARLES COLLOT and PIERRE GERMAIN
LOCATION:MR13
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