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1501. Abstract
... Surface and Interface Characterization by Nonlinear Vibrations . ... In tapping mode atomic force microscopy (AFM) the vibration response of a cantilever with nanotip is used to map a sample surface topography on the nanoscale. Nonlinear surface interaction forces control the frequency response of the cantilever. Numerical and analytical models are presented to analyze the effect of the surface interaction forces on this behavior using time dependent boundary conditions. ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SurfaceandInterfaceCharacterizationbyNonlinearVibrations.htm -- 6.9 Кб -- 10.07.2002
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1502. AUTHOR : Surovyatkina E
. AUTHOR : Surovyatkina E. D. 1. ааа Phenomenon of Prebifurcation Noise Enhancement: Linear and Nonlinear Analysis . E.D.Surovyatkina, C.G.Bilchinskaya, I.A.Rychka (State Technical University of Kamchatka, Petropavlovsk-Kamchatsky, Russia); O.Ya.Butkovsky (Vladimir State University, Vladimir, Russia); A.O.Rozanov (GeoForschungsZentrum, Potsdam, Germany); Yu.A.Kravtsov (Space Research Institute RAS, Moscow, Russia) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SurovyatkinaED.htm -- 5.9 Кб -- 10.07.2002
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1503. AUTHOR : Suslick K
. AUTHOR : Suslick K. S. 1. ааа The Chemical Consequences of Cavitation . K.S.Suslick (School of Chemical Sciences, University of Illinois at Urbana-Champaign, Urbana, IL, USA) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SuslickKS.htm -- 5.7 Кб -- 10.07.2002
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1504. AUTHOR : Sutin A
AUTHOR : Sutin A. M. 1. ... A.M.Sutin (Stevens Intstitute of Technology, Hoboken, NJ, USA and Institute of Applied Physics RAN, Nizhny Novgorod, Russia) . ... B.Gommerstadt (MIME Department, Northeastern University, Boston, MA, USA); A.Sutin (Stevens Institute of Technology, Hoboken, NJ, USA) . ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SutinAM.htm -- 7.4 Кб -- 10.07.2002
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1505. AUTHOR : Sveshnikova E
. AUTHOR : Sveshnikova E. I. 1. ааа Non-Uniqueness of Solutions to Nonlinear Elasticity Equations and Its Reason . E.I.Sveshnikova (Moscow State University, Moscow, Russia); A.G.Kulikovskii (Steklov Mathematical Institute of the Russian Academy of Sciences, Moscow, Russia) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SveshnikovaEI.htm -- 5.8 Кб -- 10.07.2002
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1506. AUTHOR : Svirshchevskii S
. AUTHOR : Svirshchevskii S. R. 1. ааа Evolution Equations Possessing Solutions of the Finite Power Sums Type . S.R.Svirshchevskii (Keldysh Institute of Applied Mathematics of Russian Academy of Sciences, Moscow, Russia) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SvirshchevskiiSR.htm -- 5.8 Кб -- 10.07.2002
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1507. Abstract
... Symmetries of Integro-Differential Equations: Several Classical and New Illustrations . ... Classical Lie group theory provides a universal tool for calculating symmetry groups for systems of differential equations. However Lie's method is not as much effective in the case of integral or integro-differential equations as well as in the case of infinite systems of differential equations. This report is aimed to describe several modern approaches to symmetries of integro-differential equations. ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SymmetriesofIntegroDifferentialEquationsSeveralClassicalandNewIllustrations.htm -- 6.6 Кб -- 10.07.2002
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1508. Abstract
... Symmetries of Stochastic Dynamical Systems and Kolmogorov Forward and Backward Equations . ... Here, we derive the determining set of PDEs for Ito and Stratonovich dynamical systems without recalling auxiliary theorems. ... We rederive the Kolmogorov forward (Fokker-Planck) and backward equations based on a invariant differential form. Furthermore, we give an explicit formula to obtain solutions of Kolmogorov forwar and backward equations from the symmetries of the stochastic dynamical systems . ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SymmetriesofStochasticDynamicalSystemsandKolmogorovForwardandBackwardEquations.htm -- 6.3 Кб -- 10.07.2002
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1509. Abstract
... Symmetry Recognition of Mobile Systems . ... Let control system (u - control) . ... The system (1) is called a mobile, if for any initial condition x*0 there will be such final condition x*1, that appropriate sets N(x*0 -> x*1) and N(x0 -> x1) will coincide: (other terminology: portability, multiplicity of controllability) The system . ... is a mobile system: the set N(x0 -> x1) contains pairs {T, u(t)}, and these pairs translate an initial point x*0 in the same point x*1. The system . ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SymmetryRecognitionofMobileSystems.htm -- 8.0 Кб -- 10.07.2002
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1510. Abstract
... Symmetry in Bubble Dynamics . ... An investigation on novel lines is made into the problem of nonlinear bubble dynamics. ... The complete symmetry groups are found for the Rayleigh equation. ... The possible application of the scaling law dynamics to the problem of stable single bubble sonoluminescence is discussed. Conformal symmetry of Laplace equation provides an approach for finding exact solutions for the pulsation of gas bubble tethered to a rigid wall. ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SymmetryinBubbleDynamics.htm -- 7.0 Кб -- 10.07.2002
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1511. Abstract
... System of Maxwell Equations in Inhomogeneous Medium and Its Equivalents Transformations . M.V.Neshadim, M.V.Neshchadim (Sobolev Institute of Mathematics, Siberian Branch of Russian Academy of Sciences, Novosibirsk, Russia) . ... In this paper we consider a system of Maxwell equations in inhomogeneous medium. The Theorem on presentation of coefficients of equivalents operator is proved. The work was supported by Integration project No 43 --- 2000 of SB RAN. ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SystemofMaxwellEquationsinInhomogeneousMediumandItsEquivalentsTransformations.htm -- 6.1 Кб -- 10.07.2002
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1512. AUTHOR : Szymczak H
. AUTHOR : Szymczak H. 1. ааа Acoustoelectric Nonlinearity in Manganite Films . K.Dyakonov, A.Goltsev, L.A.Kulakova, E.Yakhkind (Ioffe Physico-Technical Institute RAS, St.Petersburg, Russia); V.P.Dyakonov, A.Klimov, S.J.Lewandowski, H.Szymczak (Institute of Physics, Warszawa, Poland) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/SzymczakH.htm -- 5.8 Кб -- 10.07.2002
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1513. AUTHORS - T
AUTHORS - T . ... Taboyakov A. A. (1) . ... Tahalova S. (1) . ... Tahani N. (1) . ... Takagi K. (1) . ... Taleyarkhan R. P. (1) . ... Tanthanuch J. (1) . ... Tao C. (1) . ... Tatarinov A. M. (1) . ... Tavostin M. N. (1) . ...
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/T.htm -- 16.0 Кб -- 10.07.2002
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1514. AUTHOR : Taboyakov A
. AUTHOR : Taboyakov A. A. 1. ааа The Technologies of the Active-Passive and Parametrical "Transmissive" Method of Hydrolocation in Solving the Problems of Sea Water Areas' Monitoring . M.V.Mironenko, A.E.Maloshenko, L.E.Karachun, A.A.Taboyakov (Special Engineering Department for Developing the Means of Automation of Marine Research, Far-Eastern Division of the Russian Academy of Sciences, Yuzhno-Sakhalinsk, Russia) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TaboyakovAA.htm -- 6.0 Кб -- 10.07.2002
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1515. AUTHOR : Tahalova S
. AUTHOR : Tahalova S. 1. ааа Destruction of Fat Cells by Ultrasound Waves . V.Faerman, S.Tahalova (Tver Company, Tver, Russia) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TahalovaS.htm -- 5.6 Кб -- 10.07.2002
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1516. AUTHOR : Tahani N
. AUTHOR : Tahani N. 1. ааа The Behaviour of the Acoustic Gyrometers for Transient and High Rotation Rates . M.Bruneau, D.Ecotiere, N.Tahani (Laboratoire d'Acoustique de l'Universite du Maine, UMR CNRS 6613, Universite du Maine, Le Mans, France.) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TahaniN.htm -- 5.8 Кб -- 10.07.2002
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1517. AUTHOR : Takagi K
. AUTHOR : Takagi K. 1. ааа Estimation of Nonlinear Piezoelectricity of PNN-PT-PZ and PNN-PT Ceramics . K.Yamamoto (Institut d'Electronique et de Microelectronique du Nord (IEMN-DOAE, CNRS 8520), Ecole Centrale de Lille, Villeneuve d'Ascq, France); A.Kokubo, K.Sakai, K.Takagi (Institute of Industrial Science, University of Tokyo, Tokyo, Japan) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TakagiK.htm -- 5.9 Кб -- 10.07.2002
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1518. AUTHOR : Taleyarkhan R
. AUTHOR : Taleyarkhan R. P. 1. ааа Dynamics of Collapsing Bubbles: Sonoluminescence and Bubble Fusion . R.Nigmatulin, I.S.Akhatov, A.S.Topolnikov, R.K.Bolotnova (Institute of Mechanics, Ufa Branch of the Russian Academy of Sciences, Ufa, Russia); R.T.Lahey, Jr. (Rensselaer Polytechnic Institute, Troy, NY, USA); R.P.Taleyarkhan (Oak Ridge National Laboratory, Oak Ridge, TN, USA.) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TaleyarkhanRP.htm -- 5.9 Кб -- 10.07.2002
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1519. AUTHOR : Tanthanuch J
. AUTHOR : Tanthanuch J. 1. ааа On Double Waves of Homogeneous Systems of 4 Quasilinear Equations . J.Tanthanuch, S.V.Meleshko (School of Mathematics, Suranaree University of Technology, Nakhon Ratchasima, Thailand) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TanthanuchJ.htm -- 5.7 Кб -- 10.07.2002
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1520. AUTHOR : Tao C
. AUTHOR : Tao C. 1. ааа The Harmonic Generation in Bounded Bessel Field . C.Tao, J.Ma, Z.Zhu, G.Du (State Key Lab of Modern Acoustics & Institute of Acoustics, Nanjing University, P.R.China) .
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Ссылки http://acs366.phys.msu.su/isna16/Abstracts/TaoC.htm -- 5.7 Кб -- 10.07.2002
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