A continuous renormalized flow theory is formulated in which the inertial range of wave turbulence emerges as a plateau in the running effective coupling, with Kolmogorov-Zakharov spectra appearing only as its asymptotic constant-flux states.
& Mordant, N.2022 Experiments in surface gravity–capillary wave turbulence.Annual Review of Fluid Mechanics54, 1–25
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Renormalized flow theory of wave turbulence: Kolmogorov-Zakharov spectra as emergent asymptotic states
A continuous renormalized flow theory is formulated in which the inertial range of wave turbulence emerges as a plateau in the running effective coupling, with Kolmogorov-Zakharov spectra appearing only as its asymptotic constant-flux states.