The integrable KP-I equation admits a nontrivial wave kinetic equation that thermalizes to generalized Rayleigh-Jeans equilibria via nonlocal spectral transfers, despite integrability.
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After removing the quasi-2D turbulent field from steady rotating turbulence, the remaining 3D component consists of inertial waves and obeys the energy spectrum predicted by weak wave turbulence theory.
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Wave Kinetics and Thermalization in Kadomtsev-Petviashvili-I System
The integrable KP-I equation admits a nontrivial wave kinetic equation that thermalizes to generalized Rayleigh-Jeans equilibria via nonlocal spectral transfers, despite integrability.
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Confirming Wave Turbulence Predictions in Rotating Turbulence
After removing the quasi-2D turbulent field from steady rotating turbulence, the remaining 3D component consists of inertial waves and obeys the energy spectrum predicted by weak wave turbulence theory.