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Vortex lines in random plane waves reveal an emergent timelike axis, enabling useful velocity definitions. Their statistics mirror turbulent quantum fluids, suggesting universal quantum chaos principles.

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Area of Science:

  • Quantum physics
  • Fluid dynamics
  • Wave phenomena

Background:

  • Superpositions of random plane waves contain complex vortex line singularities with strict topological rules.
  • Understanding the dynamics and statistics of these vortex structures is crucial for quantum turbulence research.

Purpose of the Study:

  • To investigate the emergent properties of vortex line singularities in infinite superpositions of random plane waves.
  • To define and analyze vortex velocities within these structures.
  • To compare the statistics of these velocities with those of turbulent quantum fluids.

Main Methods:

  • Numerical simulations of wave superpositions.
  • Optical experiments to observe vortex structures.
  • Statistical analysis of defined vortex velocities.

Main Results:

  • An emergent timelike axis was identified within the vortex structures.
  • Vortex velocities could be usefully defined using this timelike axis.
  • The statistics of these vortex velocities closely match those observed in turbulent quantum fluids, including superfluid helium and atomic Bose-Einstein condensates.
  • These velocity statistics were found to be independent of system scale.

Conclusions:

  • The emergence of a timelike axis and the observed velocity statistics suggest a deep connection between quantum chaos and turbulence.
  • Nonlinearity plays a significant role in shaping the structure of turbulence in quantum systems.
  • These findings prompt further investigation into the general nature of quantum chaos and turbulence.