[PDF] Top 20 An Efficient Direct Method to Solve the Three Dimensional Poisson’s Equation
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An Efficient Direct Method to Solve the Three Dimensional Poisson’s Equation
... Hockney’s method to solve the three di- mensional Poisson’s equation on Cartesian coordinate ...discussed method produces very good ... See full document
9
The Immersed Interface Method for Two Dimensional Helmhotlz / Poisson Equation with Complex Number Space.
... The source codes are mostly upgraded from its real number IIM source code. Almost all the subroutines and functions have changed from double precision to double complex. The geometry functions and /or subroutines are ... See full document
101
Exact Solutions of Three Nonlinear Systems via Exp Function Method
... exp-function method is used to exactly solve three nonlinear partial differential systems, ...Fokas equation, the variable-coefficient Burger’s equation and the variable-coefficient ... See full document
5
Invariant solutions and conservation laws for a three-dimensional K-S equation
... study three-dimensional Kudryashov-Sinelshchikov (K-S) equation, which describes long nonlinear pressure waves in a liquid containing gas ...a three- dimensional subalgebra of ... See full document
7
Fundamental solution of the Laplacian on flat tori and boundary value problems for the planar Poisson equation in rectangles
... The Poisson equation is certainly the simplest and the most famous partial differential equation of elliptic type which arises in many areas of mathematical physics, for example for steady state ... See full document
9
Simulation of Gravity Wave Propagation in Free Surface Flows by an Incompressible SPH Algorithm
... a three-step fractional ...A Poisson equation is employed in the third step as an alternative for the equation of state in order to evaluate ...This Poisson equation considers a ... See full document
9
Iterative three dimensional Helmholtz Equation solutions using the Wave Expansion Method
... The m ajor drawback to GMRES is th a t the amount of work and storage required per iteration rise hnearly with the iteration count. The com putational cost associ ated w ith using the solver will eventually and rapidly ... See full document
155
A Fast high Order Algorithm for Three dimensional Poisson Equations
... to solve Poisson equation, such as Ritz- Galerkin method [1], finite difference method [2], finite volume method and so on [3, ...difference method is the earliest and ... See full document
8
Formulation of Finite Element Method for 1-D Poisson Equation
... one dimensional problem is to understand the steps involved in solving rather than dealing with extensive mathematical derivations and geometrical ...and three-dimensional ... See full document
6
A Decomposition Method for Computing Radiowave Propagation Loss Using Three-Dimensional Parabolic Equation
... parabolic equation techniques to obtain fast solutions of very large scale radiowave propagation problems ...difference method to solve 3D PE ...difference method for wave propagation problems ... See full document
7
Formulation of Finite Element Method for 1D and 2D Poisson Equation
... Laplace, Poisson, Navier-stokes appear in various fields like electrostatics, boundary layer theory, aircraft structures ...and solve them. To solve such PDE‟s with FEM some prerequisites are ... See full document
12
Numerical Method For Approximate Solutions of Fractional Differential Equations with Time Delay
... a direct RBF collocation method is considered to develop an approximate scheme to solve fractional delay differential equations ...proposed method is slightly more efficient than those ... See full document
10
Numerical solution of fractional diffusion wave equation and fractional Klein–Gordon equation via two dimensional Genocchi polynomials with a Ritz–Galerkin method
... tau method based on the Jacobi operational matrix to solve the ...collocation method for the time-fractional diffusion-wave equation was developed by ...wave equation in ...to ... See full document
12
A High-Velocity Impact Simulation using SPH-Projection Method
... a method which was similar to the so- called SPH-projection method, in which the momentum equations are solved as the governing ...The method consisted of three ...SPH method for ... See full document
10
An Efficient Method to Solve Thermal Wave Equation
... wave equation in one and two dimensions using Implicit Euler and perturbation ...iterative method to complete the solution achieving high accuracy and efficiency ... See full document
11
Numerical Methods for Solving Turbulent Flows by Using Parallel Technologies
... by method of fractional steps by using Thomas algorithm (tridiaginal matrix ...pressure. Three dimensional Poisson equation for the field of pressure is solved using upper relaxation ... See full document
5
Block-pulse functions method for solving three-dimensional fractional Poisson type equations with Neumann boundary conditions
... the three-dimensional block-pulse functions is proposed to solve the three-dimensional fractional Poisson type equations with Neumann boundary ...the ... See full document
16
A new approach to solve the time dependent three dimensional advection diffusion equation applied to model air pollution dispersion in the planetary boundary layer
... advection-diffusion equation is solved applying the Laplace Transform technique in the time variable (Moreira et ...resulting equation is solved by the GILTT ...the three-dimensional ... See full document
9
Eigenvalue Analysis of Spherical Resonant Cavity Using Radial Basis Functions
... meshless method based on radial basis function (RBF) collocation to solve three-dimensional scalar Helmholtz equation in rectangular coordinates and analyze the eigenvalues of spherical ... See full document
8
Alternative Method to Solve Partial Differential Equation using MATLAB
... This sequence of squares is important for us because after this sequence of squares we are observing a variation in the graph of the solution of Partial Differential Equation given above. After this we are getting ... See full document
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