Diffusive Decay of the Vortex Tangle and Kolmogorov turbulence in quantum fluids
Sergey K. Nemirovskii, L.P. Kondaurova

TL;DR
This paper explores the decay mechanisms of quantum vortex tangles, proposing a diffusive decay process as an alternative to the traditional Kolmogorov cascade explanation, with implications for understanding quantum turbulence.
Contribution
It introduces a diffusive decay mechanism for vortex tangles in quantum fluids, challenging the prevailing Kolmogorov cascade interpretation of vortex decay at zero temperature.
Findings
Vortex tangle decay can occur via diffusion, not only through small-scale dissipation.
Experimental data can be explained by the diffusive decay mechanism.
The diffusive process offers an alternative perspective on quantum turbulence decay.
Abstract
The idea that chaotic set of quantum vortices can mimic classical turbulence, or at least reproduce many main features, is currently actively being developed. Appreciating significance of the challenging problem of the classical turbulence it can be expressed that the idea to study it in terms of quantized line is indeed very important and may be regarded as a breakthrough. For this reason, this theory should be carefully scrutinized. One of the basic arguments supporting this point of view is the fact that vortex tangle decays at zero temperature, when the apparent mechanism of dissipation (mutual friction) is absent. Since the all possible mechanisms of dissipation of the vortex energy, discussed in the literature, are related to the small scales, it is natural to suggest that the Kolmogorov cascade takes the place with the flow of the energy, just as in the classical turbulence. In a…
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Taxonomy
TopicsFluid Dynamics and Turbulent Flows · Quantum, superfluid, helium dynamics · Particle Dynamics in Fluid Flows
