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Quasi-periodic Standing Wave Solutions of Gravity-Capillary Water Waves

The authors prove the existence and the linear stability of small amplitude time quasi-periodic standing wave solutions (i.e. periodic and;

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Almost Global Solutions of Capillary Gravity Water Waves Equations on the Circle

The goal of this monograph is to prove that any solution of the Cauchy problem for the capillary-gravity water waves equations, in one;

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Small Divisor Problem in the Theory of Three-dimensional Water Gravity Waves

The authors consider doubly-periodic travelling waves at the surface of an infinitely deep perfect fluid, only subjected to gravity g and;

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Fluid Waves

Explains the basis of wave mechanics in fluid systems. Provides tools for the analysis of water waves, sound waves, internal gravity;

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Ocean Waves and Oscillating Systems: Volume 8

. Topics covered include the background mathematics of oscillations, gravity waves on water, the dynamics of wave-body interactions, and the;

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profile of surface gravity waves on stage cusp ridges, steepening of the leading front. The influence of the spectral components in the process;

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3D Modeling of Nonlinear Wave Phenomena on Shallow Water Surfaces

the problems of numerical simulation of the run-up of nonlinear surface gravity waves in shallow water, transformation of the surface waves;

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Waves in the Ocean and Atmosphere

waves, internal gravity waves, lee waves, waves in the presence of rotation, and geostrophic adjustment. Each wave topic is used to introduce;

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Advances In Wave Turbulence

waves in galaxies to capillary waves on water surface, from waves in nonlinear optics to quantum fluids. In spite of the enormous diversity;

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Nonlinear Waves In Bounded Media

both standing (unforced) waves and resonant oscillations due to external periodic forcing. The waves are both hyperbolic and dispersive. To;

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Strichartz Estimates and the Cauchy Problem for the Gravity Water Waves Equations

This memoir is devoted to the proof of a well-posedness result for the gravity water waves equations, in arbitrary dimension and in fluid;

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Nonlinear Dynamics of Rotating Shallow Water

as existence of the slow manifold, dynamical splitting of fast (inertia-gravity waves) and slow (vortices, Rossby waves) motions, nonlinear;

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Symmetries and Invariant Solutions to Some Nonlinear Systems

, periodic solutions, kink wave solutions, solitons etc. and we have plotted some figures also to see the propogation and asymptotic behaviour of all;

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An Introduction to Metamaterials and Waves in Composites

limit, presents the quasistatic equations of elastodynamic and electromagnetic waves, and investigates Brillouin zones and band gaps in periodic;

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An Introduction to Metamaterials and Waves in Composites

Requiring no advanced knowledge of wave propagation, An Introduction to Metamaterials and Waves in Composites focuses on theoretical;

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Wave Propagation and Diffraction

Stokes (gravity) waves on the surface of inviscid fluid. Chapter 3 then presents some results of modeling the refraction of surf ace gravity;

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Ocean Waves and Oscillating Systems

of oscillations, gravity waves on water, the dynamics of wave-body interactions, and the absorption of wave energy by oscillating bodies. Linear algebra;

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Gravity-Capillary Free Surface Flows

Free surface problems occur in many aspects of science and of everyday life such as the waves on a beach, bubbles rising in a glass;

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Global Regularity for 2D Water Waves with Surface Tension

The authors consider the full irrotational water waves system with surface tension and no gravity in dimension two (the capillary waves;

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Dynamical Systems and Nonlinear Waves in Plasmas

plasma systems. Multiperiodic, quasiperiodic and chaotic motions of nonlinear plasma waves are discussed in presence of external periodic force;

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Waves in Flows

problems Gravity wave propagation Flow-acoustic interactions Waves in Flows will appeal to graduate students and researchers in both;

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Physics of Lakes: Volume 2

rotating shallow-water waves, demonstrating their classification into gravity and Rossby waves for homogeneous and stratified water bodies. This;

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Wave Motion and Applied Science

water waves(wind waves). Electromagnetic waves do not require a medium to propagate they consist of periodic oscillations of electrical and;

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Solitons in Two-Dimensional Shallow Water

Web-like waves, often observed on the surface of shallow water, are examples of nonlinear waves. They are generated by nonlinear;

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An Introduction to Atmospheric Gravity Waves

Gravity waves exist in all types of geophysical fluids, such as lakes, oceans, and atmospheres. They play an important role;

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Extreme Ocean Waves

of nonlinear water waves, special analysis of nonlinear resonances between water waves and the relation between in situ observations, experimental data;

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Sound Pulses

The large number of text books on the theory of sound deal principally with periodic disturbances such as harmonic wave trains and standing;

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