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[PDF] Top 20 Second or fourth-order finite difference operators, which one is most effective?

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Second or fourth-order finite difference operators, which one is most effective?

Second or fourth-order finite difference operators, which one is most effective?

... using finite difference (FD) schemes of higher ...with order greater than two, see Tables 1 and 2 for ...using fourth-order FD schemes against the commonly used ... See full document

12

Which Learning Style Is Most Effective In Learning Chinese As A Second Language

Which Learning Style Is Most Effective In Learning Chinese As A Second Language

... characters which are pictographic in ...a Second Language (CSL) well, a good understanding of which learning style is most effective in learning CSL is ...issue which also has ... See full document

12

Second order splitting for a class of fourth order equations

Second order splitting for a class of fourth order equations

... is second order, it can thus be solved numerically using simpler finite elements than are required to directly solve ...an effective method the system ...the operators (see [3, Section ... See full document

25

A fourth order finite difference method based on spline in tension approximation for the solution of one space dimensional second order quasi linear hyperbolic equations

A fourth order finite difference method based on spline in tension approximation for the solution of one space dimensional second order quasi linear hyperbolic equations

... Note that, the proposed spline in tension finite difference method (.) for second-order quasilinear hyperbolic equations is a three-level scheme. The value of u at t =  is known from the initial condition. ... See full document

20

Relations between Limit Point and Dirichlet Properties of Second Order Difference Operators

Relations between Limit Point and Dirichlet Properties of Second Order Difference Operators

... Proof. Since SLP always implies WD by Corollary 2.4, we only need to prove that WD ⇒ SLP under the conditions in the hypothesis. So, suppose that M satisfies the WD property, that is, β = lim m →∞ p n Δx n x n+1 exists ... See full document

15

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

... [13–16]. One can compute more accurate solutions using limited grid sizes through developing high-order compact finite difference ...solve one-dimensional advection–diffusion equa- ...a ... See full document

24

Fourth order finite difference scheme and efficient algorithm for nonlinear fractional Schrödinger equations

Fourth order finite difference scheme and efficient algorithm for nonlinear fractional Schrödinger equations

... In this section, two numerical experiments are performed. In the first experiment, we pay particular attention to verifying the convergence rates and computation cost as well as the efficiency of the FBiCG compared with ... See full document

18

Finite difference schemes with monotone operators

Finite difference schemes with monotone operators

... Several existence theorems are given for some second-order di ff erence equations associ- ated with maximal monotone operators in Hilbert spaces. Boundary conditions of mono- tone type are attached. ... See full document

12

High Accurate Fourth Order Finite Difference Solutions of the Three Dimensional Poisson’s Equation in Cylindrical Coordinate

High Accurate Fourth Order Finite Difference Solutions of the Three Dimensional Poisson’s Equation in Cylindrical Coordinate

... compact fourth-order Poisson solver on polar geometry based on the truncated Fourier series expansion, where the differential equations of the Fourier coefficients are solved by the compact ... See full document

14

Higher-Order Cartesian Grid Based Finite Difference Methods for Elliptic Equations on Irregular Domains and Interface Problems and their Applications

Higher-Order Cartesian Grid Based Finite Difference Methods for Elliptic Equations on Irregular Domains and Interface Problems and their Applications

... higher-order finite difference methods for solving elliptic equations on irregular domains with general boundary conditions and the correspond- ing elliptic interface ...develop second and ... See full document

163

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

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

... HOC finite difference scheme on non uniform grids for solving the 3D convection-diffusion ...to fourth- order accuracy and makes it possible to use whatever non-uniform pattern of spacing ... See full document

14

Comparative Analysis of Finite Difference Methods for Solving Second Order Linear Partial Differential Equations

Comparative Analysis of Finite Difference Methods for Solving Second Order Linear Partial Differential Equations

... the finite linear algebraic systems that are generated by the discrete ...matrices, which makes iterative methods ...with finite difference approximation of positive type of second ... See full document

7

On the convergence of a finite difference scheme for a second order differential equation containing nonlinearly a first derivative

On the convergence of a finite difference scheme for a second order differential equation containing nonlinearly a first derivative

... characterized them by the polynomials ρ(z) and σ(z). He defined zero-stability to be the case when ρ(z) has a single root at unity (required for consistency) and all the remaining roots strictly inside the unit circle or ... See full document

8

Finite difference scheme with spatial fourth order accuracy for a class of time fractional parabolic equations with variable coefficient

Finite difference scheme with spatial fourth order accuracy for a class of time fractional parabolic equations with variable coefficient

... The aim of this work is to develop a finite difference scheme with spatial fourth-order accuracy for the above problems. First, in Section , we give the derivation of the finite difference scheme for solving ... See full document

14

A Spatial Sixth Order Finite Difference Scheme for Time Fractional Sub-diffusion Equation with Variable Coefficient

A Spatial Sixth Order Finite Difference Scheme for Time Fractional Sub-diffusion Equation with Variable Coefficient

... the finite difference scheme for solving fractional sub-diffusion equation (1) under the conditions ...the finite difference scheme are ...stable finite difference scheme with ... See full document

7

Dynamics of a fourth order system of rational difference equations

Dynamics of a fourth order system of rational difference equations

... In order to verify our theoretical results and to support our theoretical discussions, we consider several interesting numerical examples in this section. These examples represent different types of qualitative ... See full document

15

Second order differential operators with interior singularity

Second order differential operators with interior singularity

... If one knows the Green’s function of a problem, one can write down its solution in a closed form as linear combinations of integrals involving the Green’s function and the functions appearing in the ... See full document

10

Boundedness character of a fourth order system of difference equations

Boundedness character of a fourth order system of difference equations

... where k, l ∈ N , k = l, min { α, r} > , and p ≥ , which was proposed for studying by Stević at numerous talks. Some special cases of this, the corresponding max-type difference equa- tion or related equations ... See full document

11

An Efficient Direct Method to Solve the Three Dimensional Poisson’s Equation

An Efficient Direct Method to Solve the Three Dimensional Poisson’s Equation

... a fourth order finite difference approximation schemes and the resulting large algebraic system of linear equations is treated system- aticcally in order to get a block tri-diagonal ... See full document

9

Dynamical Properties in a Fourth Order Nonlinear Difference Equation

Dynamical Properties in a Fourth Order Nonlinear Difference Equation

... 2.3a, one can see that the length of a positive semi-cycle is not larger than 4, whereas, the length of a negative semi-cycle is at most ...that one of the following four cases must ... See full document

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