Non-linear fate of internal wave attractors
arXiv:1305.2691 · doi:10.1103/PhysRevLett.110.234501
Abstract
We present a laboratory study on the instability of internal wave attractors in a trapezoidal fluid domain filled with uniformly stratified fluid. Energy is injected into the system via standing-wave-type motion of a vertical wall. Attractors are found to be destroyed by parametric subharmonic instability (PSI) via a triadic resonance which is shown to provide a very efficient energy pathway from long to short length scales. This study provides an explanation why attractors may be difficult or impossible to observe in natural systems subject to large amplitude forcing.
References in corpus (4)
Cited by in corpus (21)
- Instabilities of Internal Gravity Wave Beams
- Nonlinear evolution of tidally forced inertial waves in rotating fluid bodies
- Energy cascade in internal wave attractors
- Internal wave attractors examined using laboratory experiments and 3D numerical simulations
- Direct numerical simulations of an inertial wave attractor in linear and nonlinear regimes
- Internal wave attractors: different scenarios of instability
- Shortcut to geostrophy in wave-driven rotating turbulence: the quartetic instability
- Succession of resonances to achieve internal wave turbulence
- Damping of quasi-2D internal wave attractors by rigid-wall friction
- Linear and nonlinear regimes of an inertial wave attractor
- Vortex cluster arising from an axisymmetric inertial wave attractor
- Scale effects in internal wave attractors
- Parametric instability and wave turbulence driven by tidal excitation of internal waves
- Internal wave turbulence in a stratified fluid with and without eigenmodes of the experimental domain
- Three-dimensionality of the triadic resonance instability of a plane inertial wave
- Complete Hamiltonian formalism for inertial waves in rotating fluids
- Inherently Unstable Internal Gravity Waves due to Resonant Harmonic Generation
- Energy budget in internal wave attractors experiment
- Space-time statistics of a linear dynamical energy cascade model
- Evidence of experimental three-wave resonant interactions between two dispersion branches
- Dynamical Fractional and Multifractal Fields