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The Numerical Solution of the MRLW Equation Using the Multigrid Method

The Numerical Solution of the MRLW Equation Using the Multigrid Method

... [11]. Equation (1) has various applications as in physics media since it describes the phenomena with weak nonlinearity and dispersion waves, including nonlinear transverse waves in shallow water, ion-acoustic and ... See full document

8

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

... GRLW equation by finite difference method for a Cauchy ...GRLW equation with Adomian decomposition ...quasilinearization method based on fi- nite differences for solving the GRLW ...GRLW ... See full document

14

Multigrid Method for the Numerical Solution of the Modified Equal Width Wave Equation

Multigrid Method for the Numerical Solution of the Modified Equal Width Wave Equation

... wave equation are obtained by using the multi- grid method and finite difference ...studied using the proposed method. The numerical solutions are compared with the known ... See full document

8

Multigrid Solution of the Debye-Hückel Equation

Multigrid Solution of the Debye-Hückel Equation

... accurate numerical solutions for elliptic partial differential ...equations. Multigrid methods are comprised of different working pieces, or com- ...of numerical approximations to coarser grids, and ... See full document

114

Numerical approximation to a solution of the modified regularized long wave equation using quintic B-splines

Numerical approximation to a solution of the modified regularized long wave equation using quintic B-splines

... difference method to solve the GRLW equation for a Cauchy ...quasilinearization method based on finite dif- ferences was used by Ramos [] for solving the GRLW ...GRLW equation with the Adomian ... See full document

17

Numerical Estimation of Traveling Wave Solution of Two Dimensional K dV Equation Using a New Auxiliary Equation Method

Numerical Estimation of Traveling Wave Solution of Two Dimensional K dV Equation Using a New Auxiliary Equation Method

... research numerical estimation of traveling wave solution for third order of two-dimensional K-dV equa- tion using a new auxiliary equation method has been ...K-dV equation for ... See full document

10

Numerical solution of the forced Duffing equations‎ ‎ using Legendre multiwavelets

Numerical solution of the forced Duffing equations‎ ‎ using Legendre multiwavelets

... proposed method is used to approximate the Duffing ...our numerical finding and demonstrate the accuracy of the proposed numerical scheme by considering numerical ... See full document

13

Numerical Solution of Nonlinear Klein Gordon Equation Using Lattice Boltzmann Method

Numerical Solution of Nonlinear Klein Gordon Equation Using Lattice Boltzmann Method

... differential equation appear in many areas of scientific fields such as solid state physics, plasma physics, fluid dynamics, ma- thematical biology and chemical ...Klein-Gordon equation has attracted much ... See full document

7

An approximation to the solution of Benjamin-Bona-Mahony-Burgers equation

An approximation to the solution of Benjamin-Bona-Mahony-Burgers equation

... mesh-free method for solution of BBMB equation based on radial basis ...The numerical results and tables show that errors are very small and this scheme is accurate and efficient approach for ... See full document

9

Adomian Decomposition Approach to the Solution of the Burger’s Equation

Adomian Decomposition Approach to the Solution of the Burger’s Equation

... a numerical method for the solution of the nonlinear reaction-diffusion Burger’s equation using Adomian decomposition is ...Burger’s equation are deter- ...Burger’s ... See full document

7

NUMERICAL SOLUTION OF BLACK – SCHOLES  PARTIAL DIFFERENTIAL EQUATION  USING DIRECT SOLUTION OF SECOND - ORDER ORDINARY DIFFERENTIAL EQUATION WITH  TWO - STEP HYBRID BLOCK METHOD OF ORDER SEVEN

NUMERICAL SOLUTION OF BLACK – SCHOLES PARTIAL DIFFERENTIAL EQUATION USING DIRECT SOLUTION OF SECOND - ORDER ORDINARY DIFFERENTIAL EQUATION WITH TWO - STEP HYBRID BLOCK METHOD OF ORDER SEVEN

... From Table 1,it is seen that hybrid scheme gives better results than explicit method .But the results obtained by the scheme that was developed here are not much close to the exact value .But the good news is that ... See full document

7

Numerical Solution of Laplace Equation using Fuzzy Data

Numerical Solution of Laplace Equation using Fuzzy Data

... differential equation taking Laplace Equation in two variable into ...this equation numerically at different grid points, on the other hand we want to observe findings using fuzzy ... See full document

5

Numerical Solution of Linear Volterra Integro-Differential Equation using Runge-Kutta-Fehlberg Method

Numerical Solution of Linear Volterra Integro-Differential Equation using Runge-Kutta-Fehlberg Method

... Since the integral cannot be determined explicitly, it may be approximated using familiar numerical integration methods. The Newton-Cotes integration formulae, which include the 2-point closed Newton-Cotes ... See full document

6

Solving one dimensional heat equation and groundwater flow modeling using finite difference method

Solving one dimensional heat equation and groundwater flow modeling using finite difference method

... analytic method scheme may be unsuccessful if the region of the problems is complex or the boundary conditions are ...case, numerical solution method will be very ...of numerical ... See full document

26

A Numerical Solution to the Inverse Problem of Supersonic-Nozzle Design

A Numerical Solution to the Inverse Problem of Supersonic-Nozzle Design

... The relative difference of the most influential variable p(x) from the calculation with FLUENT according to the set equation (14) shows a very small deviation of the pressure change. The example below illustrates ... See full document

8

Mean Square Heun’s Method Convergent for Solving Random Differential Initial Value Problems of First Order

Mean Square Heun’s Method Convergent for Solving Random Differential Initial Value Problems of First Order

... differential equation (RDE), is an ordinary differential equation (ODE) with random inputs that can model unpredictable real-life behavior of any continuous system and they are important tools in modeling ... See full document

9

A Wavelet Multigrid Method Using Symmetric Biorthogonal Wavelets

A Wavelet Multigrid Method Using Symmetric Biorthogonal Wavelets

... the equation. Al- though using first order upwind introduces artificial dif- fusion into the solution of the order of the mesh size squared, it provides a convenient test of the effectiveness of the ... See full document

10

Study the Numerical Methods for Solving Syste...

Study the Numerical Methods for Solving Syste...

... on numerical methods for solving ordinary differential ...equations using Jacobi and Gauss Seidal method. we also discuss the method for solving the ordinary differential equation ... See full document

6

THE METHOD OF LINES FOR THE NUMERICAL SOLUTION OF A MATHEMATICAL MODEL IN THE INITIATION OF ANGIOGENESIS

THE METHOD OF LINES FOR THE NUMERICAL SOLUTION OF A MATHEMATICAL MODEL IN THE INITIATION OF ANGIOGENESIS

... the method of lines to obtain the numerical solution of a mathematical model for the roles of endothelial, pericyte and macrophage cells in the initiation of tumor ...This method is an ... See full document

16

Numerical solution of Hammerstein integral equation using Chebyshev wavelet method

Numerical solution of Hammerstein integral equation using Chebyshev wavelet method

... Abstract. The aim of this work is to solve Hammerstein integral equations of both Fredholm as well as Volterra type by Chebyshev wavelet method which is widely applicable in engineering and technology. The ... See full document

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