[PDF] Top 20 Analytical Solution of One-Dimensional Burgers’ Equation with the Help of Mahgoub Transform Method
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Analytical Solution of One-Dimensional Burgers’ Equation with the Help of Mahgoub Transform Method
... The nearness of Burger's equation was first recognized by Bateman, see ([Bat15]) who gave it steady courses of action. It was as such reviewed by Burgers ([Bur48]). Much the same as a numerical model for ... See full document
10
A. One Dimensional Differential Transform Method
... differential transform method (RDTM), which does not need small parameter in the equation is implemented for solving the sine-Gordon ...approximate analytical solution of the ... See full document
5
Numerical solution of the one dimensional non-linear Burgers equation using the Adomian decomposition method and the comparison between the modified Local Crank-Nicolson method and the VIM exact solution
... The Burgers equation is a simplified form of the Navier-Stokes equations that very well represents their non-linear ...the one-dimensional Burgers equation, have been com- ... See full document
11
A Study On Linear and Non linear Schrodinger Equations by Reduced Differential Transform Method
... efficient analytical / numerical methods for finding the solution of nonlinear Schrodinger ...nonlinear one dimensional Schrodinger equations using adomian decomposition method and ... See full document
6
Variational iteration transform method for solving burger and coupled burgers equations
... iteration transform method is employed to determine the exact solution of the Burger equation which is one-dimensional and coupled Burger ’ s equations nonlinear partial ... See full document
7
On Conformable Double Laplace Transform and One Dimensional Fractional Coupled Burgers' Equation
... the solution of some time-fractional partial differential equations by simplest equation ...with burgers equation, this equations appear in the area of applied sciences such as fluid ... See full document
14
Comparison of The LBM With the Modified Local Crank-Nicolson Method Solution of Transient Two-Dimensional Non-Linear Burgers Equation
... The Burgers equation was first in- troduced by Bateman ...its one-dimensional form using a simple solution ...Later, Burgers used the Bat- mans method as a simplified ... See full document
19
A Solution of Kepler’s Equation
... an analytical investigation of the Kepler’s equation real roots in closed form is ...Kepler’s equation and will clear up the useful identities of the universal ...Laplace transform technique, ... See full document
17
An approximate analytical solution of the fractional multi dimensional Burgers equation by the homotopy perturbation method
... multi-dimensional Burgers equation is described in ...fractional Burgers equation and the conver- gence analysis of the HPM are established in ...mate analytical solution ... See full document
12
Solution of two-dimensional non-linear Burgers’ equations with nonlocal boundary condition
... The analytical solution of equation (1.1) and (1.2) were given by Fletcher. Fletcher used to the transformation Hopf- Cole [3]. Fletcher made a comparison of the different numer- ical methods [4]. ... See full document
5
A Fourth-order Singly Diagonally Implicit Runge-Kutta Method for Solving One-dimensional Burgers’ Equation
... Exact solution to ...analysical method such as Hopf-Cole transformation, homo- topy perturbation method, Adomian’s decomposition method and differential transformation ...the solution ... See full document
7
A. One Dimensional Differential Transform Method
... differential transform method (RDTM) is implemented for solving the linear and nonlinear Klein Gordon ...approximate analytical solution of the equation is calculated in the form of a ... See full document
5
Solution of two dimensional time fractional Burgers equation with high and low Reynolds numbers
... functional method to solve Burgers’ equation for relatively large Reynolds numbers in [], where a nonlinear transform is applied to generating a nonuniform mesh so that tiny step sizes are ... See full document
14
Application of OHAM DJ to the System of Burgers’ Equations
... The Burgers equation was first presented by Bateman [1] and treated later by ...M. Burgers (1895-1981) then it is widely named as Burgers’ equation ...[2]. Burgers’ ... See full document
12
The Analytical Objective Hysteresis Model (AnOHM v1.0): methodology to determine bulk storage heat flux coefficients
... Subset simulation efficiently generates conditional sam- ples with Metropolis algorithms (Hastings, 1970; Metropolis et al., 1953). This is the basis of MCMC. To generate sam- ples that successively approach a certain ... See full document
16
Mahgoub transform of Boehmians
... between Mahgoub transform and other integral transform Sudhanshu Aggarwal [1, 3] gave the Solution of Linear volterra Integro Differential Equation of Second kind as well as the ... See full document
7
An explicit solution of coupled viscous Burgers' equation by the decomposition method
... approximate solution of the coupled Burgers’ equations, homogeneous or inhomogeneous, will be handled more easily, quickly, and elegantly by the Adomian’s decomposition method [1, 2, 3] than by the ... See full document
6
An Approximate Analytical Solution of Nonlinear Differential Equation Arising In 95 Fluid Flow through Homogeneous Porous Media
... approximate analytical solution of one dimensional nonlinear partial differential equation arising in oil-water displacement process (instability) in a homogeneous porous ...analysis ... See full document
8
On the Exact Solution of Burgers Huxley Equation Using the Homotopy Perturbation Method
... , Equation (1.1) is reduced to the Huxley equation which describes nerve pulse pro- pagationin nerve fibers and wall motion in liquid crystals ..., Equation (1.1) is re- duced to the Burgers ... See full document
10
EXPONENTIAL B-SPLINE COLLOCATION METHOD FOR THE NUMERICAL SOLUTION OF ONE-SPACE DIMENSIONAL NONLINEAR WAVE EQUATION WITH STRONG STABILITY PRESERVING TIME INTEGRATION
... 106 | P a g e evaluated from (16) by using tri-diagonal solver. Then the obtained system of equations along with the system (17) gives first order ordinary differential equations. We solve the former system for by ... See full document
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