PACS numbers

47.10.−g General theory in fluid dynamics
  1. D.S. Agafontsev, E.A. Kuznetsov et alCompressible vortex structures and their role in the onset of hydrodynamic turbulence65 (2) (2022)
    47.10.−g, 47.27.−i, 47.32.−y (all)
  2. I.I. Vigdorovich “Does the power formula describe turbulent velocity profiles in tubes? (comment on "Turbulent flows at very large Reynolds numbers: new lessons learned" [Phys. Usp. 57 250 (2014); 58 196–198 (2015)
    47.10.−g, 47.27.−i, 47.27.Ak, 47.27.Gs (all)
  3. G.I. Barenblatt, A.J. Chorin, V.M. Prostokishin “Corrigenda to the paper by G I Barenblatt, A J Chorin, V M Prostokishin "Turbulent flows at very large Reynolds numbers: new lessons learned" (Usp. Fiz. Nauk, March 2014, Vol. 184, No. 3, pp. 265—272)57 1248–1248 (2014)
    47.10.−g, 47.27.−i, 47.27.Ak, 47.27.Gs (all)
  4. G.I. Barenblatt, A.J. Chorin, V.M. Prostokishin “Turbulent flows at very large Reynolds numbers: new lessons learned57 250–256 (2014)
    47.10.−g, 47.27.−i, 47.27.Ak, 47.27.Gs (all)
  5. P.N. Svirkunov, M.V. Kalashnik “Phase patterns of dispersive waves from moving localized sources57 80–91 (2014)
    47.10.−g, 47.35.−i, 47.35.Bb, 47.35.Pq (all)
  6. G.I. Broman, O.V. Rudenko “Submerged Landau jet: exact solutions, their meaning and application53 91–98 (2010)
    43.25.Nm,, 47.10.−g, 47.15.Uv, 47.60.Kz (all)
  7. M.V. Kalashnik, M.V. Kurgansky, O.G. Chkhetiani “Baroclinic instability in geophysical hydrodynamics”, accepted
    05.45.−a, 47.10.−g, 47.20.Ft, 47.20.Ky, 47.27.Cn, 47.32.−y, 47.32.Ef,, 47.85.Dh, 92.10.Lq, 92.60.−e, 92.60.Ek (all)
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