Nonlinear Waves and Pattern Dynamics

Nonlinear Waves and Pattern Dynamics

Mutabazi, Innocent; Abcha, Nizar; Pelinovsky, Efim

Springer International Publishing AG

05/2018

229

Dura

Inglês

9783319781921

15 a 20 dias

541


ebook

Descrição não disponível.
Nonlinear Water Waves and Applications: Peregrine's system revisited (Angel DURAN, Denys DUTYKH and Dimitrios MITSOTAKIS).- Laboratory modeling of resonance phenomena in the long wave dynamics (Nizar ABCHA, Ira DIDENKULOVA and Efim PELINOVSKY).- Nonlinear Modulations of Standing Long Gravity Waves in a Resonator (Alexey SLUNYAEV, Alexander EZERSKY, Dominique MOUAZE and Wuttersack CHOKCHAI).- Focusing wave group propagating in finite depth in the presence of surface current and vorticity (Julien TOUBOUL and Christian KHARIF).- Modelling of Bose-Einstein condensation in a water tank (Germain ROUSSEAUX and Yury STEPANYANTS).- Laboratory and numerical modeling of stably stratified wind flow over water surface (O.A. DRUZHININ, D.A. SERGEEV, Yu. I. TROISKAYA, W.- T. TSAI, and M. VDOVIN).- Formation of sand bedforms under surface waves (Francois MARIN and Armelle JARNO).- Aggregation of fibers by waves (Gautier VERHILLE and Patrice LE GAL).- Patterns in Nonequilibrium Media: Order and chaos in 2D nonequilibrium media: Review of Ezersky's experiments (Mikhail RABINOVICH and Patrick WEIDMAN).- Chimera patterns in one-dimensional oscillatory medium (L. A. SMIRNOV, G. V. OSIPOV, and A. PIKOVSKY).- Radial propagation of the critical mode instability in a viscoelastic Couette-Taylor flow (Nizar ABCHA, Faycal KELAI, Noureddine LATRACHE, Olivier CRUMEYROLL and Innocent MUTABAZI).- The heated Benard-Karman street: a review of the effective Reynolds number concept (Pierre PARANTHOEN and Jean-Claude LECORDIER).- Laboratory modelling and acoustic diagnostics of hydrodynamical processes (Vladimir CHERNOV and Alexander EZERSKY).
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spatio-temporal patterns;Memorial to Alexander Ezersky;physics of fluids;Vortices and vortex sheets;Reaction-diffusion systems;Visco-elastic flow;Critical mode instability;Sandbed formation;fluid- and aerodynamics