• No results found

[PDF] Top 20 High order conservative Crank Nicolson scheme for regularized long wave equation

Has 10000 "High order conservative Crank Nicolson scheme for regularized long wave equation" found on our website. Below are the top 20 most common "High order conservative Crank Nicolson scheme for regularized long wave equation".

High order conservative Crank Nicolson scheme for regularized long wave equation

High order conservative Crank Nicolson scheme for regularized long wave equation

... RLW equation are given in ...RLW equation such as variational iteration method [, ], finite-difference method [–], Fourier pseudospectral method [], finite element method [–], collocation method [] ... See full document

12

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

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

... a high-accuracy linear- compact difference scheme for the GRLW equation is ...the scheme and the estimate of the difference ...the scheme are proved by the discrete energy ... See full document

14

The error analysis of Crank-Nicolson-type difference scheme for fractional subdiffusion equation with spatially variable coefficient

The error analysis of Crank-Nicolson-type difference scheme for fractional subdiffusion equation with spatially variable coefficient

... and long wavelength approxima- tions in order to study the peristaltic motion of fractional second-grade fluid in a vertical ...explicit scheme and gave a strict proof of the stability of the explicit ... See full document

19

A new parallel difference algorithm based on improved alternating segment Crank–Nicolson scheme for time fractional reaction–diffusion equation

A new parallel difference algorithm based on improved alternating segment Crank–Nicolson scheme for time fractional reaction–diffusion equation

... a long time, a large number of parallel schemes have been designed to be condition- ally stable or unconditionally stable but with only first order spatial accuracy (Yuan et ...In order to obtain the ... See full document

18

An alternating segment Crank–Nicolson parallel difference scheme for the time fractional sub diffusion equation

An alternating segment Crank–Nicolson parallel difference scheme for the time fractional sub diffusion equation

... Euler–Lagrange equation numerically by using a discretization technique based on a Grünwald–Letnikov approx- imation for the fractional ...iterative scheme with low computational effort for the optimal ... See full document

18

Crank-Nicolson Difference Scheme for a Class of Space Fractional Differential Equations with High Order Spatial Fractional Derivative

Crank-Nicolson Difference Scheme for a Class of Space Fractional Differential Equations with High Order Spatial Fractional Derivative

... subdiffusion equation, the fractional diffusion-wave diffusion equation, the fractional advection- diffusion equation, the fractional Schr¨odinger equation and the fractional ... See full document

7

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

... GRLW equation is that it has both stable and unstable solitary-wave solutions when p ≥  ...a high-order accurate pseudospectral scheme to approximate the solutions of the GRLW ... See full document

22

A Crank–Nicolson linear difference scheme for a BBM equation with a time fractional nonlocal viscous term

A Crank–Nicolson linear difference scheme for a BBM equation with a time fractional nonlocal viscous term

... KdV equation, generalized regularized long- wave (GRLW) equation [3, 4], Rosenau–Burgers (R–B) equation [5, 6], and Benjamin– Bona–Mahony (BBM) equation [7] can better ... See full document

12

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

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

... new high-order time scheme, the Nabla-p scheme, which involves high-order space ...LF scheme. Numerical results show that, for a given accuracy, Nabla-p scheme ... See full document

8

An optimized Crank–Nicolson finite difference extrapolating model for the fractional order parabolic type sine Gordon equation

An optimized Crank–Nicolson finite difference extrapolating model for the fractional order parabolic type sine Gordon equation

... Nevertheless, as far as we know, there has not been any research on the optimized CrankNicolson finite difference extrapolating (OCNFDE) scheme of FOPTSGEs con- structed by POD. Therefore, in this ... See full document

15

Algorithm Analysis of Numerical Solutions to the Heat Equation

Algorithm Analysis of Numerical Solutions to the Heat Equation

... the Crank-Nicolson method with the exception that ...the Crank-Nicolson schemes compare favourably with values obtained with the analytical method of solution ... See full document

9

Optimal Error Estimates of the Crank Nicolson Scheme for Solving a Kind of Decoupled FBSDEs

Optimal Error Estimates of the Crank Nicolson Scheme for Solving a Kind of Decoupled FBSDEs

... the Crank-Nicolson scheme proposed in [10] for solving a kind of decoupled ...second order convergence rate of the Crank-Nicolson ... See full document

9

A new conservative nonlinear high-order compact finite difference scheme for the general Rosenau-RLW equation

A new conservative nonlinear high-order compact finite difference scheme for the general Rosenau-RLW equation

... RLW equation were con- sidered. Two types of conservative finite difference schemes were proposed in [], which depended on the choice of a ...with order O(τ  + h  ) ... See full document

16

Solitary Wave Solution of the Two Dimensional Regularized Long Wave and Davey Stewartson Equations in Fluids and Plasmas

Solitary Wave Solution of the Two Dimensional Regularized Long Wave and Davey Stewartson Equations in Fluids and Plasmas

... solitary wave solutions of the (2+1)-dimensional regularized long-wave (2DRLW) equation which is arising in the investigation of the Rossby waves in rotating flows and the drift waves ... See full document

11

High Order Compact Scheme and the Moving Mesh Method for Helmholtz Equation with Variable Wave Numbers

High Order Compact Scheme and the Moving Mesh Method for Helmholtz Equation with Variable Wave Numbers

... Helmholtz equation governs wave propagation and scattering phenomena arising in acoustic problems in many areas, ...Helmholtz equation, such as, the finite volume method, finite element method, ... See full document

8

High-order Compact Iterative Scheme for the Two-dimensional Time Fractional Cable Equation

High-order Compact Iterative Scheme for the Two-dimensional Time Fractional Cable Equation

... new high-order compact Crank Nicolson scheme for the solution of two- dimensional time fractional cable ...proposed scheme is accurate and reliable. The proposed scheme ... See full document

8

Unconditional Stability Analysis of the 3D-Radial Point Interpolation Method and Crank-Nicolson Scheme

Unconditional Stability Analysis of the 3D-Radial Point Interpolation Method and Crank-Nicolson Scheme

... CN scheme and can also be seen as a second order perturbation of ...The Crank-Nicolson (CN) scheme solves the discretized Maxwell’s equations by a full time-step size with one marching ... See full document

13

Numerical Solutions of the Regularized Long Wave (RLW) Equation Using New Modification of Laplace Decomposition Method

Numerical Solutions of the Regularized Long Wave (RLW) Equation Using New Modification of Laplace Decomposition Method

... [13] T. S. El-Danaf, M. A. Ramadan and F. E. I. AbdAlaal, “The Use of Adomian Decomposition Method for Solv- ing the Regularized Long-Wave Equation,” Chaos, Soli- tons & Fractals, Vol. 26, ... See full document

5

Crank -Nicolson scheme for solving a system of singularly perturbed partial differential equations of parabolic type

Crank -Nicolson scheme for solving a system of singularly perturbed partial differential equations of parabolic type

... The ε–uniform convergence of the numerical method proposed in this paper is illustrated through an example presented in this section. The following system of singularly perturbed boundary value problem for a linear ... See full document

8

Online Full Text

Online Full Text

... numerical scheme that avoids iterations to solve the nonlinear partial differential equation system for pricing American puts with constant dividend ...tial equation, a predictor-corrector finite ... See full document

6

Show all 10000 documents...