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Stability of stationary solutions in Acoustic wave turbulence
We study the stability of steady-state solutions of the Wave-Kinetic Equations for acoustic waves. Combining theoretical analysis and …
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Stability of stationary solutions in Acoustic wave turbulence
Strong and weak wave turbulence regimes in Bose-Einstein condensates
When a turbulent Bose-Einstein condensate is driven out-of-equilibrium at a scale much smaller than the system size, nonlinear wave …
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Strong and weak wave turbulence regimes in Bose-Einstein condensates
WavKinS.jl : an efficient and modular Julia software for solving wave kinetic equations
This article describes the Wave Kinetic Solver WavKinS.jl, a software developed in the Julia language for solving different types of …
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WavKinS.jl : an efficient and modular Julia software for solving wave kinetic equations
Inverse energy transfer in three-dimensional quantum vortex flows
Vortex reconnections play a fundamental role in fluids. They increase the complexity of flow and develop small-scale motions. In this …
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Inverse energy transfer in three-dimensional quantum vortex flows
Quantum vortices leave a macroscopic signature in the normal fluid
Recent work has highlighted the remarkable properties of quantum turbulence in superfluid helium II, consisting of a disordered tangle …
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Quantum vortices leave a macroscopic signature in the normal fluid
Turbulence and far-from-equilibrium equation of state of Bogoliubov waves in Bose-Einstein Condensates
Bogoliubov waves emerge when the system is perturbed from its ground state in a Bose-Einstein Condensate (BEC). These waves can …
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Turbulence and far-from-equilibrium equation of state of Bogoliubov waves in Bose-Einstein Condensates
An upper critical dimension for dynamo action: A d-dimensional closure model study
We construct a d-dimensional Eddy Damped Quasi-Normal Markovian (EDQNM) Closure Model to study dynamo action in arbitrary dimensions. …
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An upper critical dimension for dynamo action: A d-dimensional closure model study