most citedNote on specific chiral ensembles of statistical hydrodynamics: "order function" for transition of turbulence transfer scenarios

5 citations

researchers with a paper here

2 papers

math-ph2023★ 1 cited

Staggered dispersions: Part I. Shocliton, quantum revival and fractalization

Jian-Zhou Zhu

Alternating the signs of the frequencies for Fourier components with even and odd (normalized) wavenumbers in the nonlinear-wave, such as the Korteweg-de Vries, equations maintains…

physics.flu-dyn2014★ 5 cited

Note on specific chiral ensembles of statistical hydrodynamics: "order function" for transition of turbulence transfer scenarios

Jian-Zhou Zhu

Hydrodynamic helicity signatures the parity symmetry breaking, chirality, of the flow. Statistical hydrodynamics thus respect chirality, as symmetry breaking and restoration are ke…