Wang, J. Wang and R Wei, Dynamical behavior of parametrically excited solitary waves in Faraday's water trough experiment, Physics Letters A 219, pp 74-78 (1996)Wei Wang. Dynamical behavior of parametrically excited solitary wave in Faraday's water through expertiment[J].Physics Letters A,...
Parametrically excited solitary waves: from temporal to spatiotemporal Bifurcation 参量激励驻孤波:从时间分岔到时空分岔 scholar.ilib.cn 7. Suppression strategy for parametrically excited lateral vibration of mass-loaded string 载重绳索参数激励横向振动的减振策略 www.ilib.cn 8. Responses of strongly non-li...
Solitary waves in conservative and near-conservative systems may become unstable due to a resonance of two internal oscillation modes. We study the paramet... NV Alexeeva,IV Barashenkov,DE Pelinovsky - 《Nonlinearity》 被引量: 65发表: 1999年 Bifurcation threshold of the delayed van der Pol os...
waves/free-surface flowsParametrically excited solitary waves emerge as localized structures in high-aspectratio free surfaces subject to vertical vibrations. Herein, we provide the first experimental characterization of the hydrodynamics of these waves using particle image velocimetry. We show that the ...
ROBERT.E.APFELNanjing University中国科学A辑(英文版)Forced solitary waves in a parametrically excited circular tank, Science in China, Ser. Wang Benren,Apfel,R.E. A . 1992Wang Benren,Apfel,R.E.Forced solitary waves in a parametrically excited circular tank, Science in China, Ser. A . 1992...
solitons/ parametrically excited bound statedouble solitary-wavessolitary-waves internal dynamicsparametrically-driven Schrodinger systemdamped nonlinear Schrodinger systemclassic mechanical oscillatorThe bound state of double solitary-waves in the parametrically-driven and damped nonlinear Schrdinger system behaves ...
B.-r. WangR.E. Apfel中国科学:数学(英文版)Forced solitary waves in a parametrically excited circular tank, Science in China, Ser. Wang Benren,Apfel,R.E. A . 1992Wang Benren,Apfel,R.E.Forced solitary waves in a parametrically excited circular tank, Science in China, Ser. A . 1992...
These parametrically excited waves are usually modelled with a nonlinear amplitude equation. The behaviour of these waves depends critically upon a cubic damping term, often neglected in previous work. In particular, equilibrated finite-amplitude standing waves can be unstable to limit cycles. Standing ...
Internal dynamics of the parametrically excited bound state of double solitary-wavesWangX.PHYSICA DWang X. Internal dynamics of the parametrically excited bound state of double solitary- waves, Phys. D 127, (1999), 13-32. (document)
We report the results of a systematic investigation of localized dynamical states in the model of a one-dimensional magnetic wire, which is based on the Landau–Lifshitz–Gilbert (LLG) equation. The dissipative term in the LLG equation is compensated by