PACS numbers

47.11.−j Computational methods in fluid dynamics 47.20.Bp Buoyancy-driven instabilities (e.g., Rayleigh-Benard) 47.55.pb Thermal convection
  1. V.V. Mayer, E.I. Varaksina, V.A. Saranin “Simple lecture demonstrations of instability and self-organizationPhys. Usp. 57 1130–1135 (2014)
    01.50.My, 01.55.+b, 05.65.+b, 47.20.Bp, 47.20.Ma (all)
  2. B.Ya. Shmerlin, M.V. Kalashnik “Rayleigh convective instability in the presence of phase transitions of water vapor. The formation of large-scale eddies and cloud structuresPhys. Usp. 56 473–485 (2013)
    44.25.+f, 47.20.Bp, 47.27.De, 47.55.P−, 92.60.Ox, 92.60.Qx (all)
  3. V.E. Zakharov, V.I. Karas’ “Nonequilibrium Kolmogorov-type particle distributions and their applicationsPhys. Usp. 56 49–78 (2013)
    47.11.−j, 47.27.−i, 47.27.ek, 52.25.Dg (all)
  4. L.Kh. Ingel, M.V. Kalashnik “Nontrivial features in the hydrodynamics of seawater and other stratified solutionsPhys. Usp. 55 356–381 (2012)
    44.25.+f, 47.20.Bp, 47.20.Dr, 47.54.Bd, 47.55.−t, 92.10.−c (all)
  5. L.Kh. Ingel’ “’Anticonvection’Phys. Usp. 40 741–745 (1997)
    44.25.+f, 47.20.Bp (all)
  6. M.I. Rabinovich, M.M. Sushchik “Numerical experiment in hydrodynamicsSov. Phys. Usp. 34 (11) 1025–1025 (1991)
    01.30.Vv, 47.11.−j, 47.85.Dh (all)
  7. A.V. Getling “Formation of spatial structures in Rayleigh—Bénard convectionSov. Phys. Usp. 34 (9) 737–776 (1991)
    47.20.Bp, 47.55.pb, 47.11.−j (all)
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