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[PDF] Top 20 Numerical solution of the Falkner Skan equation using third order and high order compact finite difference schemes

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Numerical solution of the Falkner Skan equation using third order and high order compact finite difference schemes

Numerical solution of the Falkner Skan equation using third order and high order compact finite difference schemes

... the solution of the FS equation, see for example Hartree (1937), Asaithambii (1997), Asaithambi (1998, 2004b, 2005), Abbasbandy (2007), Alizadeh et ...to numerical solution is to reduce the ... See full document

13

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

... traditional numerical method for solving MDPE is the ADI method, which replaces complex multi-dimensional problems with a number of one-dimensional ...the equation needed to be solved in each step is ... See full document

22

Comparison of Finite Difference Schemes for the Wave Equation Based on Dispersion

Comparison of Finite Difference Schemes for the Wave Equation Based on Dispersion

... of numerical methods, each with their own pros and cons. Finite difference method (FDM) is the most popular numerical technique which is used to approximate solutions to differential equations ... See full document

19

Fourth order compact finite difference method for solving two dimensional convection–diffusion equation

Fourth order compact finite difference method for solving two dimensional convection–diffusion equation

... exact solution of most equations; for obtaining a more accurate numerical solution one needs to add more nodes and use smaller mesh sizes, which would require more storage space and computing time ... See full document

24

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

... exact solution for the GKS equation because of its complex nonlinearity, thus, it is solved by numerical ...Meanwhile,GKS equation is also an important model for testing various ... See full document

10

An upwind local radial basis functions-finite difference (RBF-FD) method for solving compressible Euler equation with application in finite-rate Chemistry

An upwind local radial basis functions-finite difference (RBF-FD) method for solving compressible Euler equation with application in finite-rate Chemistry

... a compact least-squares finite volume procedure [64], a third-order finite-volume technique [17], development of a high-order finite volume method based on moving ... See full document

17

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

... GRRLW equation is constructed, and the discrete conservative laws of the difference scheme are ...the numerical solutions is also ...GRRLW equation are obtained, and the convergence and stability of ... See full document

16

High Order Finite Difference Schemes for the First Derivative in Von Mises Coordinates

High Order Finite Difference Schemes for the First Derivative in Von Mises Coordinates

... In order to shed some light on the above factors, Awartani, Ford and Hamdan, [16], and Siyyam,Ford and Hamdan, [14], considered the flow of a viscous fluid in a two-dimensional curvilinear ...domain using ... See full document

22

A High Order Accurate MultiGrid Pressure Correction Algorithm for Incompressible Navier-Stokes Equations

A High Order Accurate MultiGrid Pressure Correction Algorithm for Incompressible Navier-Stokes Equations

... appropriate finite compact centered schemes on stag- gered grids, a fourth-order accuracy in space was obtained in ...fourth order accurate numerical method, is not able to model ... See full document

6

A new family of high-order difference schemes for the solution of second order boundary value problems

A new family of high-order difference schemes for the solution of second order boundary value problems

... usual numerical treatment of singular-perturbation problems gives major computational ...sixth-order compact finite difference method and Rashidinia et ...the numerical results ... See full document

13

On the numerical solution of hyperbolic IBVP with high-order stable finite difference schemes

On the numerical solution of hyperbolic IBVP with high-order stable finite difference schemes

... the solution of difference equation (), we use exactly the same method that we have used for the solution of difference equation ...Thus, using the formulas and matrices above, the ... See full document

34

A new high order compact ADI finite difference scheme for solving 3D nonlinear Schrödinger equation

A new high order compact ADI finite difference scheme for solving 3D nonlinear Schrödinger equation

... In order to reduce the computational cost of HOC method, there has been growing work to de- velop HOC-ADI ...the solution of the unsteady 2D Schrödinger ...ADI compact finite difference scheme for ... See full document

15

Higher Order Numerical Solution of Two Dimensional Coupled Burgers’ Equations

Higher Order Numerical Solution of Two Dimensional Coupled Burgers’ Equations

... Conclusion The proposed higher-order finite-difference schemes are easy for implementation and can be used for a numerical solution of two-dimensional coupled Burgers’ equation with high[r] ... See full document

10

Non-uniform HOC Scheme for the 3D Convection–Diffusion Equation

Non-uniform HOC Scheme for the 3D Convection–Diffusion Equation

... with numerical solution methods for solving convection-diffusion equation as it plays an important role in computational fluid dynamics ...on high order compact (HOC) ... See full document

14

OSCILLATION OF A CLASS OF THIRD ORDER GENERALIZED FUNCTIONAL DIFFERENCE EQUATION

OSCILLATION OF A CLASS OF THIRD ORDER GENERALIZED FUNCTIONAL DIFFERENCE EQUATION

... Oscillation is one of the main topics of interest in the study of difference equations. Active research is on in the last few decades in analyzing the oscillatory behavior of the solution of ... See full document

16

Dynamical behavior of a third order rational fuzzy difference equation

Dynamical behavior of a third order rational fuzzy difference equation

... In order to consider these uncertain factors, fuzzy set theory is a powerful tool for modeling uncertainty and for processing vague or subjective information in a mathemati- cal ... See full document

18

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

... but c does not depend on λ and μ. It is found that the water flow oscillates regularly that is pe- riodic for x = 5.0, x = 10.0, x = 15.0, x = 20.0 and x = 25.0 against t. Here the time t defined over the interval [0, ... See full document

10

Existence of a unique bounded solution to a linear second order difference equation and the linear first order difference equation

Existence of a unique bounded solution to a linear second order difference equation and the linear first order difference equation

... It is important to note that many nonlinear difference equations and systems can be reduced to some special cases of equation (), which means that they are solvable too. Some interest in the area has been renewed ... See full document

13

Solutions of the third order Cauchy difference equation on groups

Solutions of the third order Cauchy difference equation on groups

... 5. Brzde¸k, J: On the Cauchy difference on normed spaces. Abh. Math. Semin. Univ. Hamb. 66, 143-150 (1996) 6. Ebanks, B: Generalized Cauchy difference functional equations. Aequ. Math. 70, 154-176 (2005) 7. Ebanks, B: ... See full document

14

Nonstandard finite difference schemes for a fractional order Brusselator system

Nonstandard finite difference schemes for a fractional order Brusselator system

... NSFD schemes within the context of fractional- order problems and study their potentials in replicating some of the main properties of the true solution ...the numerical simulation, by means ... See full document

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