. AUTHOR : Garifullin A. R. 1. ааа The Regular Partially Invariant Submodels of the Rank Three for the Compressible Fluid . A.R.Garifullin (Theoretical Physics Department, Bashkir State Pedagogical University, Ufa, Russia) .
. AUTHOR : Gavrilov A. M. 1. ааа Absorption of Sound by Sound at Degenerative Interaction of Acoustical Waves . O.A.Savitsky (Department of Mathematics, Taganrog State University of Radio Engineering, Taganrog, Russia); A.M.Gavrilov (Department of Electro Hydroacoustics and Medical Engineering, Taganrog State University of Radio Engineering, Taganrog, Russia) .
AUTHOR : Gavrilov L. R. 1. ааа Mechanisms of Stimulation Effects of Focused Ultrasound on Neural Structures: Role of Nonlinear Effects . L.R.Gavrilov (N.N. Andreyev Acoustics Institute, Moscow, Russia); E.M.Tsirulnikov (Sechenov Institute of Evolutionary Physiology and Biochemistry RAS, St.Petersburg, Russia) . ... E.Filonenko, V.A.Khokhlova (Department of Acoustics, Faculty of Physics, Moscow State University, Moscow, Russia); L.R.Gavrilov (Andreev Acoustics Institute, Moscow, Russia.) ...
. AUTHOR : Gavrilyuk S. 1. ааа Mathematical and Numerical Modeling of Two-Phase Compressible Flows with Micro-Inertia . S.Gavrilyuk (Laboratory of Modeling in Mechanics and Thermodynamics, University Aix-Marseille III, Marseille, France); R.Saurel (l'IUSTI, University Aix-Marseille I, Marseille, France) .
. AUTHOR : Gazizov R. K. 1. ааа Invariant Representation of Equations with a Small Parameter . R.K.Gazizov, Yu.Yu.Bagderina (Department of High Perfomance Computing, Ufa State Aviation Technical University, Ufa, Russia) .
... Generalized Acoustic Nonlinearity Parameters for Solids, Fluids, and Biological Media . ... It is shown that the strain measure, the fractional change in the mass density with respect to the unperturbed mass density, traditionlly used in the expansion is inconsistent with finite deformation theory and that the commonly used parameter B/A, obtained from the expansion, does not properly characterize acoustic nonlinearity in liquids. ...
... Generation of Nonlinear Signals by Rectangular Ultrasound Sources in Biological Media . ... The initial acoustic waveform is a short tone burst, similar to those used in diagnostic ultrasound. The generation of nonlinear signals (higher harmonic components) and their spatial structure are investigated for media similar to tissue with various frequency dependent absorption properties. ...
. AUTHOR : Ginevsky A. S. 1. ааа On the Parallels Between the Control by a Periodic Action of Jet Turbulence and Noise-Induced Oscillations of a Pendulum . P.S.Landa (Department of Acoustics, Faculty of Physics, Moscow State University, Moscow, Russia); A.S.Ginevsky (TSAGI, Moscow, Russia) .
. AUTHOR : Ginter S. 1. ааа Nonlinear FDTD-Modeling of Ultrasound Thermotherapy Including Temperature Dependent Tissue Parameters . M.Liebler, S.Ginter, T.Dreyer, R.E.Riedlinger (Institut fuer Hoechstfrequenztechnik und Elektronik / Akustik, University of Karlsruhe, Germany) .
. AUTHOR : Glavatskikh M. Yu. 1. ааа Electromagnetic Generation of High Harmonics of Ultrasound in Magnets . R.Il'yasov, S.E.Babkin, M.Yu.Glavatskikh (Physical-Technical Institute, Ural Division of RAS, Izhevsk, Russia) .
. AUTHOR : Glinsky B. M. 1. ааа Seismoacoustic Waves From Powerful Seismic Vibrators . B.M.Glinsky, V.V.Kovalevsky, M.S.Khairetdinov (Institute of Computational Mathematics and Mathematical Geophysics, SB RAS, Novosibirsk, Russia) . 2. ааа Nonlinear Wave Effects in a Zone of Power Seismic Vibrators . B.M.Glinsky, V.V.Kovalevsky, M.S.Khairetdinov (Institute of Computational Mathematics and Mathematical Geophysics, Novosibirsk, Russia) .
. AUTHOR : Goldfarb I. 1. ааа Acoustics of Aqueous Foams Contain Solid Particles . I.Shreiber (Department of Mecanical Engineering, Ben-Gurion University of the Negev, Beer-Sheva, Israel); I.Goldfarb (Department of Mathematics, Ben-Gurion University of the Negev, Beer-Sheva, Israel); V.Feklistov (Institute for the Earth Cryosphere, Siberian Branch RA of Sciences, Tyumen, Russia) .
. AUTHOR : Golubiatnikov A. 1. ааа On Symmetry Group Extension and Vorticity Conservation in Continuum Mechanics . A.Golubiatnikov (Faculty of Mechanics and Mathematics,Moscow State University, Moscow, Russia) .
. AUTHOR : Golyamina I. 1. ааа Effect of the Nonlinear Properties of Piezoactive Materials on the Characteristics of Radiating Transducers . I.Golyamina (N.N. Andreev Acoustics Institute, Moscow, Russia) .
. AUTHOR : Gommerstadt B. 1. Acoustic Nonlinearity Described by Hysteretic Crack Closure Model . B.Gommerstadt (MIME Department, Northeastern University, Boston, MA, USA); A.Sutin (Stevens Institute of Technology, Hoboken, NJ, USA) .