. AUTHOR : Oraevsky A. 1. ааа Laser Optoacoustic Imaging System in Application for Cancer Diagnostics . A.Oraevsky (University of Texas Medical Branch, Galveston, TX, USA); A.A.Karabutov, V.G.Andreev (Moscow State University, Moscow, Russia); P.M.Henrichs (LaserSonix Technologies, TX, USA) .
... Origination of Physical Structures . L.Petrova (Moscow State University, Faculty of Computing Mathematics and Cybernetics, Moscow, Russia) . ... A number of the balance conservation law equations is equal to a number of desired physical quantities that specify the material system. And as the physical quantities are related to each other (this connection is executed by the function that specifies the system state), then the set of the equations proved to be overdetermined one. ...
. AUTHOR : Ostrovsky L. A. 1. ааа Collective Nonlinear Phenomena in Ensembles of Coupled Acoustic Monopoles . L.A.Ostrovsky (ZelTechnology/NOAA ETL and Institute of Applied Physics, Boulder, Colorado, USA); Yu.A.Kobelev, I.A.Soustova (Institute of Applied Physics, Nizhny Novgorod, Russia) . 2. ааа On Generation of Infrasound by Large Objects Falling Into Water . L.A.Ostrovsky (Zel technologies/NOAA ETL and Institute of Applied Physics, Boulder, Colorado, USA); A.J.Bedard (NOAA ETL, Boulder, Colorado, USA) .
. AUTHOR : Osypik J. I. 1. ааа Numerical Analysis of Finite-Amplitude Wide Acoustic Beams in Two-Phase Marine Sediments . N.S.Bakhvalov (Faculty of Mechanics and Mathematics, Moscow State University, Moscow, Russia); J.I.Osypik, N.I.Pushkina, Ya.M.Zhileikin (Research Computing Center, Moscow State University, Moscow, Russia) .
. AUTHOR : Ovsjannikova E. I. 1. ааа Free Damped Vibrations of a Nonlinear Rectangular Thin Plate under the Conditions of Internal Combined Resonance . Y.A.Rossikhin (Department of Theoretical Mechanics, Voronezh State University of Architecture and Civil Engineering, Voronezh, Russia); M.V.Shitikova, E.I.Ovsjannikova (Department of Structural Mechanics, Voronezh State University of Architecture and Civil Engineering, Voronezh, Russia) .
. AUTHOR : Ozer S. 1. Equivalence Transformations of Maxwell Equations in Rigid Bodies . S.Ozer (Department of Engineering Sciences, ITU Faculty of Science and Letters, Istanbul Technical University, Maslak, Istanbul, Turkey); E.Suhuby (Yeditepe University Department of Mathematics, KaydaП, Istanbul, Turkey) .
AUTHORS - P . ... Pakhomov G. V. (1) . ... Panasenko G. (1) . ... Parkes E. J. (1) . ... Parygin V. (2) . ... Pasqualini D. (2) . ... Patrikeev Yu. ... Pavlenko O. (1) . ... Pavlov I. S. (1) . ... Petukhov M. (1) . ...
. AUTHOR : Panasenko G. 1. ааа Homogenization of the Equations of High-Frequency Nonlinear Acoustics . G.Panasenko (Universite Jean-Monnet, Saint-Etienne, France); E.A.Lapshin (Faculty of Mechanics and Mathematics, Moscow State University, Moscow, Russia) .
... Parametric Stress Modulation Effect on Surface Wave Interaction with Cracks . ... This paper addresses experimental and theoretical aspects of parametric effects on a surface acoustic wave interacting with a partially closed fatigue crack emanating from a surface cavity. ... It turns out that the application of low amplitude modulation load enhances the sensitivity of detection of partially closed fatigue cracks helping to discriminate the evolving crack from a volumetric flaw. ...
. AUTHOR : Parkes E. J. 1. ааа The Inverse Scattering Method for the Equation Describing the High-Frequency Waves in a Relaxing Medium . V.O.Vakhnenko (Institute for Geophysics, Kiev, Ukraine); E.J.Parkes (Department of Mathematics, University of Strathclyde, Glasgow, UK) .
. AUTHOR : Parygin V. 1. ааа Acousto-Optic Cell Non-Linearity Fed by Two-Frequency Acoustic Signal . V.Parygin, A.V.Vershoubskiy (Department of Oscillation Physics, Faculty of Physics, Moscow State University, Moscow, Russia) . 2. ааа Acoustooptical Tunable Filter with High Resolution . M.Pushkareva, V.N.Parygin (Department of Oscillation Physics, Faculty of Physics, Moscow State University, Moscow, Russia) .
. AUTHOR : Pasqualini D. 1. ааа On the Origin of Dynamic Elastic Nonlinear Behavior in Solids . D.Pasqualini, P.A.Johnson, J.A.TenCate, T.W.Darling (Los Alamos National Laboratory, Los Alamos, NM, USA) . 2. ааа "Slow Dynamics" Response of Geomaterial Moduli as a Function of Temperature . T.W.Darling, P.A.Johnson, J.A.TenCate, D.Pasqualini (Los Alamos National Laboratory, Los Alamos, NM, USA) .
. AUTHOR : Pavlenko O. 1. ааа Identification of Nonlinear Behavior of Soils in Strong Earthquakes . O.Pavlenko (Institute of Physics of the Earth, Russian Academy of Sciences, Moscow, Russia); K.Irikura (Disaster Prevention Research Institute, Kyoto University, Kyoto, Japan) .
. AUTHOR : Pavlov I. S. 1. ааа Nonlinear Acoustic Waves in Micropolar and Granular Media . I.S.Pavlov, S.A.Lisina, A.I.Potapov (Mechanical Engineering Research Institute of Russian Academy of Sciences, Nizhny Novgorod, Russia) .
. AUTHOR : Pecheritsin A. A. 1. ааа Polynomial Supersymmetry and Chains of Darboux Transformations for the One-Dimensional Dirac Equation . V.Bagrov, A.A.Pecheritsin, B.F.Samsonov (Tomsk State University, Tomsk, Russia) .
. AUTHOR : Pecorari C. 1. ааа A Model for the Interaction of Plane Waves with Nonlinear Interfaces . C.Pecorari (Marcus Wallenberg Laboratory, Department of Vehicle Engineering, Royal Institute of Technology, Stockholm, Sweden) .