PACS numbers

43.25.+y Nonlinear acoustics 43.30.+m Underwater sound
  1. O.V. Rudenko “Nonlinear dynamics of quadratically cubic systems56 683–690 (2013)
    02.30.Jr, 05.45.−a, 42.65.−k, 43.25.+y (all)
  2. Electromagnetic and acoustic waves in metamaterials and structures (Scientific session of the Physical Sciences Division of the Russian Academy of Sciences, 24 February 2011)54 1161–1192 (2011)
    01.10.Fv, 03.65.Xp, 41.20.Jb, 42.25.−p, 43.20.+g, 43.20.Dk, 43.20.Fn, 43.25.+y, 43.30.+m, 43.60.−c, 43.60.Pt, 78.20.Ci, 78.67.−n, 81.05.Xi, 81.05.Zx, 87.50.Y (all)
  3. V.G. Petnikov, A.A. Stromkov “Focusing of low-frequency sound fields on the ocean shelf54 1176–1181 (2011)
    43.20.+g, 43.30.+m, 43.60.−c (all)
  4. A.G. Luchinin, A.I. Khil’ko “Low-mode acoustics of shallow water waveguides54 1181–1186 (2011)
    43.20.+g, 43.30.+m, 43.60.Pt (all)
  5. I.B. Esipov “Developments in physical acoustics 2010: a review of materials from the Scientific Council on Acoustics of the Russian Academy of Sciences54 1186–1192 (2011)
    43.25.+y, 43.30.+m, 87.50.Y (all)
  6. Yu.V. Gulyaev, V.A. Kotel’nikov et alCommemoration of the centenary of the birth of Academician V A Kotel’nikov (Joint scientific session of the Physical Sciences Division of the Russian Academy of Sciences and the Division of Nanotechnologies and Information Technologies of the Russian Academy of Sciences, 17 September 2008)52 183–205 (2009)
    01.10.Fv, 01.60.+q, 01.65.+g, 02.70.−c, 03.65.Ta, 43.30.+m, 43.58.+z, 89.70.−a, 91.50.Ga, 95.55.−n, 96.30.−t (all)
  7. V.I. Kaevitser, V.M. Razmanov “Remote sensing of sea bottom by hydroacoustic systems with complex signals52 199–205 (2009)
    43.30.+m, 43.58.+z, 91.50.Ga (all)
  8. V.S. Davydov, V.M. Shabaev, N.N. Kolachevsky “Selected problems in hydrodynamics, quantum electrodynamics, and laser spectroscopy (Scientific session of the Physical Sciences Division of the Russian Academy of Sciences, 14 May 2008)51 1171–1190 (2008)
    01.10.Fv, 06.20.Jr, 06.30.Ft, 12.20.−m, 12.20.Ds, 12.20.Fv, 32.10.Fn, 32.30.Jc, 31.30.Gs, 31.30.Jv, 42.62.Fi, 43.30.+m, 43.60.+d, 92.10.Vz (all)
  9. V.S. Davydov “Physical and mathematical foundations of the multialternative recognition and identification of hydrolocation fields produced by bodies of complex geometric shapes51 1171–1175 (2008)
    43.30.+m, 43.60.+d, 92.10.Vz (all)
  10. O.V. Rudenko “Nonlinear waves: some biomedical applications50 359–367 (2007)
    01.10.Fv, 43.25.+y, 43.25.−x, 43.35.Mr, 43.80.Cs, 43.80.Qf, 62.20.Mk, 62.65.+k (all)
  11. O.V. Rudenko “Giant nonlinearities in structurally inhomogeneous media and the fundamentals of nonlinear acoustic diagnostic techniques49 69–87 (2006)
    43.25.+y, 62.20.Mk, 62.65.+k (all)
  12. V.Yu. Zaitsev, V.E. Nazarov, V.I. Talanov ““Nonclassical” manifestations of microstructure-induced nonlinearities: new prospects for acoustic diagnostics49 89–94 (2006)
    01.10.Fv, 43.25.+y, 62.20.Mk, 62.65.+k (all)
  13. I.B. Esipov, S.A. Rybak, A.N. Serebryanyi “Nonlinear acoustic diagnostics of the ocean and rock49 94–98 (2006)
    01.10.Fv, 43.25.+y, 43.30.Pc, 83.80.Fg, 92.10.−c (all)
  14. V.L. Preobrazhenskii “Parametrically phase-conjugate waves: applications in nonlinear acoustic imaging and diagnostics49 98–102 (2006)
    01.10.Fv, 43.25.+y, 43.40.+s, 62.60.+v (all)
  15. O.V. Rudenko, O.A. Sapozhnikov “Self-action effects for wave beams containing shock fronts47 907–922 (2004)
    43.25.+y, 47.40.Nm, 87.54.Hk (all)
  16. O.V. Rudenko “Nonlinear sawtooth-shaped waves38 965–989 (1995)
    43.25.+y
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