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[PDF] Top 20 Nonlinear dispersive wave problems

Has 10000 "Nonlinear dispersive wave problems" found on our website. Below are the top 20 most common "Nonlinear dispersive wave problems".

Nonlinear dispersive wave problems

Nonlinear dispersive wave problems

... NONLINEAR DISPERSIVE WAVE PROBLEMS Thesis by Jon Christian Luke In Partial Fulfillment of the Requirements For the Degree of Doctor of Philosophy California Institute of Technology Pasadena, Californi[.] ... See full document

59

Optical vortices in dispersive nonlinear Kerr type media

Optical vortices in dispersive nonlinear Kerr type media

... integrodifferential wave equation of the electrical and magnetic vector fields to the amplitude vector nonlinear differential ...and nonlinear susceptibility can be ...and nonlinear effects are ... See full document

19

LYAPUNOV-SCHMIDT REDUCTION IN THE STUDY OF PERIODIC TRAVELLING WAVE SOLUTIONS OF NONLINEAR DISPERSIVE LONG WAVE EQUATION

LYAPUNOV-SCHMIDT REDUCTION IN THE STUDY OF PERIODIC TRAVELLING WAVE SOLUTIONS OF NONLINEAR DISPERSIVE LONG WAVE EQUATION

... the nonlinear dispersive long wave in ...the nonlinear water model to coastal harbor ...(2+1)-dimensional dispersive long-wave equation by using the variable separation ... See full document

8

Beyond the KdV: post-explosion development

Beyond the KdV: post-explosion development

... ear dispersive waves were first derived in the end of the 19th century by Boussinesq (1872) and Korteweg and de Vries ...these nonlinear partial differential equations were found to be exactly solvable, and ... See full document

13

Dispersive effects in Rossby-wave hydraulics

Dispersive effects in Rossby-wave hydraulics

... A nonlinear wave equation is derived describing the evolution of the potential vorticity ...leaps dispersive effects must be included and leaps are shown to correspond to kink soliton solutions of ... See full document

29

DISPERSIVE RAREFACTION WAVE WITH A LARGE INITIAL GRADIENT

DISPERSIVE RAREFACTION WAVE WITH A LARGE INITIAL GRADIENT

... derivative quickly enough tends to zero at infinity. This is a classic model of nonlinear waves in the medium with small dispersion. For the case of discontinuous initial functions the asymptotics was studied by ... See full document

11

Dispersive Study on Tsunami Propagation of The Indian Ocean Tsunami, 26 December 2004

Dispersive Study on Tsunami Propagation of The Indian Ocean Tsunami, 26 December 2004

... the dispersive effect on tsunami propagation is ...weakly nonlinear dispersive Boussinesq (WNB) model and nonlinear shallow water (NLSW) ...maximum wave height at some areas of maximum ... See full document

6

Wave processes fundamental basis for modern high technologies

Wave processes fundamental basis for modern high technologies

... all wave phenomena in compressible spheres of disturbances propagation with finite speed was not taken into ...direct wave problems in the regions with moving boundaries without the comprehension of ... See full document

9

Exact Solutions of the BBM and MBBM Equations by the Generalized (G'/G )-expansion Method Equations

Exact Solutions of the BBM and MBBM Equations by the Generalized (G'/G )-expansion Method Equations

... In this article, we investigated the BBM and the modified BBM equations using the generalized (G'/G )-expansion method. This method is applied for finding travelling wave solutions of nonlinear evolution ... See full document

5

I  Singular perturbation problems involving singular points and turning points  II  On the averaged Lagrangian technique for nonlinear dispersive waves

I Singular perturbation problems involving singular points and turning points II On the averaged Lagrangian technique for nonlinear dispersive waves

... a limit process expansion based at the turning point together with a twovariable expansion leads to a uniformly valid expansion... This is equivalent.[r] ... See full document

107

Nonlinear eigenvalue problems

Nonlinear eigenvalue problems

... the nonlinear differential equation y 0 (x) = cos[πxy(x)] subject to the initial condition y(0) = ...is nonlinear, the solutions to this initial-value problem bear a striking resemblance to solutions to the ... See full document

16

Nonlinear eigenvalue problems

Nonlinear eigenvalue problems

... the nonlinear eigenvalue problem studied here the large-eigenvalue limit is accessible because the problem becomes linear in this limit; in- deed, the large-eigenvalue separatrix curve was found by reducing the ... See full document

16

Enhanced nonlinear effects in pulse propagation through epsilon near zero media

Enhanced nonlinear effects in pulse propagation through epsilon near zero media

... novel nonlinear matter-wave coupling which literally unlocks the full potential of the generally weak matter non- linear ...thin nonlinear dispersive slab we show that a marked ... See full document

9

Projective structure and integrable geodesic flows on the extension of Bott Virasoro group

Projective structure and integrable geodesic flows on the extension of Bott Virasoro group

... of nonlinear evolution equations with a hierarchy of compatible Hamiltonian ...2, dispersive water waves, Ito’s equation, and the reduced shallow water wave equations of ... See full document

16

Dispersive Traveling Wave Solution for Non Linear Waves Dynamical Models

Dispersive Traveling Wave Solution for Non Linear Waves Dynamical Models

... study nonlinear acoustic waves, an inharmonic lattice and Alfven waves in a collisionless plasma, and a lot of more important physical ...traveling wave solutions of gKdv and ... See full document

14

Solitary Waves and Property Management of Nonlinear Dispersive and Flattened Optical Fiber

Solitary Waves and Property Management of Nonlinear Dispersive and Flattened Optical Fiber

... with nonlinear terms, dispersion terms and dissipation terms characterized by their coefficients ...propagating wave may undergo, the dispersion coefficient is responsible for the spread of the signal and ... See full document

6

A Nonlinear Ship Wave Solution Method

A Nonlinear Ship Wave Solution Method

... We are using Fortran as the programming language in solving the problem. As Fortran is very stable and still very powerful in solving numerical problems. The concept of nonlinear method is based on linear ... See full document

57

Global existence and asymptotic behavior of solutions for the double dispersive-dissipative wave equation with nonlinear damping and source terms

Global existence and asymptotic behavior of solutions for the double dispersive-dissipative wave equation with nonlinear damping and source terms

... In , Shang [] investigated the existence, uniqueness, asymptotic behavior, and the blow up phenomenon of the solutions under some specific assumptions on f and for n = , , . In , Zhang and Hu [] proved the ... See full document

15

Nonlinear mechanism of tsunami wave generation by atmospheric disturbances

Nonlinear mechanism of tsunami wave generation by atmospheric disturbances

... the wave field represents the frequency modulated wave train with the leading long wave, its amplitude is decreased, and length is ...the wave spreading and attenuation occuring with ... See full document

8

EXISTENCE AND NONEXISTENCE OF BIFURCATION OF PERIODIC TRAVELLING WAVE SOLUTIONS OF NONLINEAR DISPERSIVE LONG WAVE EQUATION

EXISTENCE AND NONEXISTENCE OF BIFURCATION OF PERIODIC TRAVELLING WAVE SOLUTIONS OF NONLINEAR DISPERSIVE LONG WAVE EQUATION

... the nonlinear dispersive long wave in ...the nonlinear water model to coastal harbor ...(2+1)-dimensional dispersive long-wave equation by using the variable separation ... See full document

10

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