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A high-accuracy compact conservative scheme for generalized regularized long-wave equation

A high-accuracy compact conservative scheme for generalized regularized long-wave equation

... GRLW equation was first put forward by Peregrine [] and Benjamin et ...small-amplitude long waves on the surface of water in a ...for long waves in nonlinear dispersive ...RLW equation. When p ... See full document

14

A New Conservative Difference Scheme for the General Rosenau-RLW Equation

A New Conservative Difference Scheme for the General Rosenau-RLW Equation

... the conservative scheme is better than the nonconservative ...nonconservative scheme may easily show nonlinear blow ...differential equation is a criterion to judge the success of a numerical ... See full document

13

A Reduced High-order Compact Finite Difference Scheme Based on Proper Orthogonal Decomposition for the Generalized Kuramoto-Sivashinsky Equation

A Reduced High-order Compact Finite Difference Scheme Based on Proper Orthogonal Decomposition for the Generalized Kuramoto-Sivashinsky Equation

... the high-order compact finite difference scheme (CFDS) has widely been paid attention and imple- mented for numerical simulation of various types of partial differential ...Burgers’ equation ... See full document

10

High order conservative Crank Nicolson scheme for regularized long wave equation

High order conservative Crank Nicolson scheme for regularized long wave equation

... (KdV) equation to describe the behavior of the undu- lar bore by Peregrine [] and plays a very important role in physics media, since it describes phenomena with weak nonlinearity and dispersion waves, including ... See full document

12

A second order Fourier pseudospectral method for the generalized regularized long wave equation

A second order Fourier pseudospectral method for the generalized regularized long wave equation

... Burgers’ equation and Navier-Stokes equations by Weinan [], Fourier spectral projec- tion method for Navier-Stokes equations by Guo and Zou [], fully discrete (discrete both in space and time) pseudospectral ... See full document

22

A Study on FDM of Hyperbolic PDE in Comparative of Lax-Wendroff, Upwind, Leapfrog Methods on Numerical Analysis

A Study on FDM of Hyperbolic PDE in Comparative of Lax-Wendroff, Upwind, Leapfrog Methods on Numerical Analysis

... way wave equation and second-order linear wave equation with constant ...lax-wendroff scheme, the leapfrog scheme, upwind scheme finite difference ... See full document

7

AN APPLICATION OF MODIFIED REDUCTIVE PERTURBATION METHOD TO SYMMETRIC REGULARIZED-LONG-WAVE

AN APPLICATION OF MODIFIED REDUCTIVE PERTURBATION METHOD TO SYMMETRIC REGULARIZED-LONG-WAVE

... (KdV) equation for the lowest order term in the perturbation expansion, the solution of which may be described by solitons (Davidson ...linear wave analysis of the concerned problem and the wave ... See full document

9

New Exact Solutions of the Modified Benjamin Bona Mahony Equation

New Exact Solutions of the Modified Benjamin Bona Mahony Equation

... Abstract. The extended simplest equation method is used to construct exact solutions of the modified Benjamin-Bona-Mahony (mBBM) equation. The results obtained are in the form of hyperbolic, trigonometric, ... See full document

6

High-Order Time Discretization of The Wave Equation by Nabla-P
            Scheme.*

High-Order Time Discretization of The Wave Equation by Nabla-P Scheme.*

... Abstract. High-order Discontinuous Galerkin Methods (DGM) are now routinely used for simulation of wave propagation, especially for geophysical ...the high-order space discretization, it is relevant ... See full document

8

Solitary Wave Solutions for A Generalized Broer-Kaup System

Solitary Wave Solutions for A Generalized Broer-Kaup System

... has long been a major concern for both mathematicians and ...non-linear wave phenomena observed in fluid dynamics, plasma and optical fibers are often modeled by the bell-shaped sech solutions and the ... See full document

14

Two Conservative Difference Schemes for the Generalized Rosenau Equation

Two Conservative Difference Schemes for the Generalized Rosenau Equation

... Scheme 2.2 Scheme 3.1 Scheme 2.2 Scheme 3.1 Scheme 2.2 Scheme 3.1 t 2 4.6363e − 8 4.6358e − 8 5.5803e − 9 5.5749e − 8 1.0400e − 9 1.0340e − 9 t 4 1.2377e − 7 1.2376e − 7 1.8485e ... See full document

18

High-accuracy Alternating Difference Scheme for the Fourth-order Diffusion Equation

High-accuracy Alternating Difference Scheme for the Fourth-order Diffusion Equation

... Tianjin High School Science and Technology Fund Planning Project under Grant No: JWK1603, and the National Natural Science Foundation of China under Grant ... See full document

7

Several conservative compact schemes for a class of nonlinear Schrödinger equations with wave operator

Several conservative compact schemes for a class of nonlinear Schrödinger equations with wave operator

... a compact difference scheme is ...the compact scheme is ...several conservative compact schemes are constructed for the nonlinear Schrödinger equation with wave ... See full document

17

High-order WENO scheme for polymerization-type equations*

High-order WENO scheme for polymerization-type equations*

... R´ esum´ e. Le processus biophysique de polym´ erisation de prot´ eines entre en jeu dans diff´ erentes maladies. Math´ ematiquement, ceci est g´ en´ eralement mod´ elis´ e par des ´ equations de type agr´ egation- ... See full document

17

An efficient high order compact finite difference scheme based on proper orthogonal decomposition for the multi dimensional parabolic equation

An efficient high order compact finite difference scheme based on proper orthogonal decomposition for the multi dimensional parabolic equation

... second-order accuracy in both time and ...the equation needed to be solved in each step is relatively simple, and the tri-diagonal matrix algorithm can be used to solve the equation ... See full document

22

Error estimate of a high accuracy difference scheme for Poisson equation with two integral boundary conditions

Error estimate of a high accuracy difference scheme for Poisson equation with two integral boundary conditions

... This work is organized as follows. In Sect. 2, we present a finite difference scheme for Problem (1.1a)–(1.1e). In Sect. 3, the error equations of the scheme are analyzed with the DFT and the corresponding ... See full document

11

Travelling wave solution to a generalized Kuramoto-Sivashinsky equation

Travelling wave solution to a generalized Kuramoto-Sivashinsky equation

... It is known that the KS equation has travelling wave solution in terms of hyperbolic tangent function, whereas the KdVB equation has travelling wave solution invo[r] ... See full document

9

A conservative difference scheme for the Riesz space fractional sine Gordon equation

A conservative difference scheme for the Riesz space fractional sine Gordon equation

... Finally, we test the discrete energy conservation law of the difference scheme (2.9)– (2.11). The values of the discrete energy at different moments for α = 1.1, 1.75, 1.99, 2.0 are listed in Table 3, where the ... See full document

22

High accuracy analysis of anisotropic finite element method for a class of nonlinear degenerate wave equation

High accuracy analysis of anisotropic finite element method for a class of nonlinear degenerate wave equation

... scheme is obtained based on the anisotropic interpolation theorem proposed in [5-7], and the integral identities developed in [8-10] with the help of interpolation of solution to the problem cosidered, instead of ... See full document

6

A NUMERICAL SOLUTION OF THE MODIFIED REGULARIZED LONG WAVE (MRLW) EQUATION USING QUARTIC B-SPLINES

A NUMERICAL SOLUTION OF THE MODIFIED REGULARIZED LONG WAVE (MRLW) EQUATION USING QUARTIC B-SPLINES

... modified regularized long wave (MRLW) equation is obtained by subdomain finite element method using quartic B-spline ...Solitary wave motion, interaction of two and three solitary waves ... See full document

14

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