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Stability of stationary solutions in Acoustic wave turbulence
Published 13 Aug 2025 in nlin.CD and cond-mat.other | (2508.09799v1)
Abstract: We study the stability of steady-state solutions of the Wave-Kinetic Equations for acoustic waves. Combining theoretical analysis and numerical simulations, we characterise the time evolution of small isotropic perturbations for both 2D and 3D equilibrium Rayleigh-Jeans and non-equilibrium Kolmogorov-Zakharov solutions. In particular, we show that the stability of these solutions is ensured by different mechanisms.
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