• No results found

[PDF] Top 20 Iterative three dimensional Helmholtz Equation solutions using the Wave Expansion Method

Has 10000 "Iterative three dimensional Helmholtz Equation solutions using the Wave Expansion Method" found on our website. Below are the top 20 most common "Iterative three dimensional Helmholtz Equation solutions using the Wave Expansion Method".

Iterative three dimensional Helmholtz Equation solutions using the Wave Expansion Method

Iterative three dimensional Helmholtz Equation solutions using the Wave Expansion Method

... Considerable amount of attention has been given to domain decomposition m eth­ ods in recent years for linear elliptic problems. Domain decomposition involves the subdivision of a given problem into a number of ... See full document

155

Exact Traveling Wave Solutions for the (1 + 1) Dimensional Compound KdVB Equation via the Novel (G'/G) Expansion Method

Exact Traveling Wave Solutions for the (1 + 1) Dimensional Compound KdVB Equation via the Novel (G'/G) Expansion Method

... )-expansion method to exhibit exact solutions for NLEEs in mathematical physics via the (1 + 1)-dimensional compound KdVB equation ...This equation can be thought of as a ... See full document

12

New Extended (G’/G) Expansion Method and its Application in the (3+1) Dimensional Equation to Find New Exact Traveling Wave Solutions

New Extended (G’/G) Expansion Method and its Application in the (3+1) Dimensional Equation to Find New Exact Traveling Wave Solutions

... /G)-expansion method is that the method provides more general and large amount of new exact traveling wave solutions with several free ...exact solutions have its great ... See full document

6

General Solution of Generalized (2+1)–Dimensional Kadomtsev Petviashvili (KP) Equation by Using the  –Expansion Method

General Solution of Generalized (2+1)–Dimensional Kadomtsev Petviashvili (KP) Equation by Using the –Expansion Method

... -expansion method is proposed for constructing more general exact solutions of the (2 + 1)-dimensional Kadomtsev-Petviashvili (KP) equation and its generalized ...-expansion ... See full document

7

Solitary and periodic wave solutions of higher dimensional conformable time fractional differential equations using the \(( \frac{G'}{G},\frac{1}{G} ) \) expansion method

Solitary and periodic wave solutions of higher dimensional conformable time fractional differential equations using the \(( \frac{G'}{G},\frac{1}{G} ) \) expansion method

... )-expansion method is applied to obtain new exact solutions with parameters of higher-dimensional nonlinear time-fractional differential equations (NTFDEs) in the sense of the conformable ... See full document

15

Comment on “Application of (G′/G)-expansion method to travelling-wave solutions of three nonlinear evolution equation" [Comput Fluids 2010;39;1957-63]

Comment on “Application of (G′/G)-expansion method to travelling-wave solutions of three nonlinear evolution equation" [Comput Fluids 2010;39;1957-63]

... is entirely equivalent to the extended tanh-function expansion method originally proposed by Fan [5]. Furthermore, in [4] we showed that the latter method is more efficient and more user-friendly than ... See full document

6

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

... exact solutions of nonlinear partial differential equations (NLPDEs) is of great sig- nificance, since the nonlinear complex physical phe- nomena related to the NLPDEs are involved in many fields from physics ... See full document

11

Exact three wave solutions for the (3+1) dimensional Boiti Leon Manna Pempinelli equation

Exact three wave solutions for the (3+1) dimensional Boiti Leon Manna Pempinelli equation

... new solutions of the BLMP ...BLMP equation was derived in ...Painlevé expansion and symbolic computation, and a solution of the potential BLMP system with three arbitrary functions was given ... See full document

11

A New Extended (G'/G) Expansion Method to Find Exact Traveling Wave Solutions of Nonlinear Evolution Equations

A New Extended (G'/G) Expansion Method to Find Exact Traveling Wave Solutions of Nonlinear Evolution Equations

... the wave phenomena observed in fluid dynamics [4, 14], plasma and elastic media [5, 12] and optical fibers [11, 19] ...exact solutions of NLEEs are Backlund transformation method [10], Darboux ... See full document

5

Analytical Treatment of the Evolutionary  (1 + 1) Dimensional Combined KdV mKdV Equation via the Novel (G'/G) Expansion Method

Analytical Treatment of the Evolutionary (1 + 1) Dimensional Combined KdV mKdV Equation via the Novel (G'/G) Expansion Method

... (G'/G)-expansion method is a powerful and simple technique for finding exact traveling wave solutions to nonlinear evolution equations ...traveling wave solutions for the (1 + ... See full document

9

A Method for Solving the Three dimensional Wave Equation

A Method for Solving the Three dimensional Wave Equation

... one-dimensional solutions of nonlinear ordinary differential equations in [8] proposed a method of ...this method, a decision along the nonlinear problem is reduced to solving a sequence of ... See full document

10

The exp( j(x)) Method and Its Applications for Solving Some Nonlinear Evolution Equations in Mathematical Physics

The exp( j(x)) Method and Its Applications for Solving Some Nonlinear Evolution Equations in Mathematical Physics

... constant. Equation (11) describes the (2+1)-dimensional interaction of a Riemann wave propagating along the y-axis with along wave along the ...auxiliary equation method of the ... See full document

13

New Generalized (G'/G) Expansion Method Applications to Coupled Konno Oono Equation

New Generalized (G'/G) Expansion Method Applications to Coupled Konno Oono Equation

... -expansion method. For example, Alam and Akbar [38] [39] applied this method for finding traveling wave solutions of the KP-BBM equation, the (3 + 1)-dimensional ... See full document

12

Three dimensional Korteweg de Vries equation and traveling wave solutions

Three dimensional Korteweg de Vries equation and traveling wave solutions

... The three-dimensional power Korteweg-de Vries equation [u t +u n u x +u xxx ] x + u yy + u zz = 0, is ...Solitary wave solutions for any positive integer n and cnoidal wave ... See full document

6

Traveling Wave Solutions of Nonlinear Evolution Equations Via the New Generalized (G′/G) Expansion Method

Traveling Wave Solutions of Nonlinear Evolution Equations Via the New Generalized (G′/G) Expansion Method

... exact solutions of nonlinear equations still have drawn a lot of interest by diverse group of ...past three decades, there has been significant progress in the development of finding effective methods for ... See full document

8

Exact Solution and Conservation Laws for Fifth Order Korteweg de Vries Equation

Exact Solution and Conservation Laws for Fifth Order Korteweg de Vries Equation

... u  f x t u u u u xt  (1) where u  u x t   , is a function of two independent variables t and x. The functional I u x t    ,  is said to be a constant of motion or an integral of Equation (1), if it ... See full document

5

Knotted and linked phase singularities in monochromatic waves

Knotted and linked phase singularities in monochromatic waves

... random wave field with prescribed power spectrum, what fraction of the points where dislo- cations pierce any two-dimensional section corresponds to dislocation lines that are part of a knot? This is a ... See full document

14

A New Approach on Numerical Solutions of Burgers Equation Using PMEDG Iterative Method

A New Approach on Numerical Solutions of Burgers Equation Using PMEDG Iterative Method

... group iterative schemes for solving Burgers' ...group iterative scheme as a way to further improve the convergence rate of the method in solving the this ... See full document

8

Exact travelling wave solutions for some complex nonlinear partial
 differential equations

Exact travelling wave solutions for some complex nonlinear partial differential equations

... Eckhaus equation and derivative nonlinear Schr¨ odingers ...this method is efficient in finding the exact solutions of complex nonlinear partial differential ... See full document

8

Numerical modeling of 1-dimensional wave equation using finite modal synthesis

Numerical modeling of 1-dimensional wave equation using finite modal synthesis

... A wave is a disturbance or oscillation that travels through space-time, accompanied by a transfer of ...A wave carries energy when it travels from one point to another without transporting the material ... See full document

24

Show all 10000 documents...

Related subjects