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[PDF] Top 20 On the Homotopy Analysis Method and Optimal Value of the Convergence Control Parameter: Solution of Euler Lagrange Equation

Has 10000 "On the Homotopy Analysis Method and Optimal Value of the Convergence Control Parameter: Solution of Euler Lagrange Equation" found on our website. Below are the top 20 most common "On the Homotopy Analysis Method and Optimal Value of the Convergence Control Parameter: Solution of Euler Lagrange Equation".

On the Homotopy Analysis Method and Optimal Value of the Convergence Control Parameter: Solution of Euler Lagrange Equation

On the Homotopy Analysis Method and Optimal Value of the Convergence Control Parameter: Solution of Euler Lagrange Equation

... rect method of Ritz and Galerkin in solving variational problems has been of considerable concern and is well covered in many textbooks ...series method to variational prob- ...continuous solution ... See full document

9

Solving The K(2,2) Equation By Means Of The Q-Homotopy Analysis Method (Q-Ham)

Solving The K(2,2) Equation By Means Of The Q-Homotopy Analysis Method (Q-Ham)

... the Homotopy perturbation method (HPM) [11], Luapanov’s artificial small parameter method[21], Adomian decomposition method [2,25], variation iterative method [22,28] and so ... See full document

13

Application of Optimal HAM for Solving the Fractional Order Logistic Equation

Application of Optimal HAM for Solving the Fractional Order Logistic Equation

... differential equation. In conclusion, OHAM provides accurate numerical solution for nonlinear problems in comparison with other ...and control the convergence of the series solution by ... See full document

5

An approximate solution of fractional cable equation by homotopy analysis method

An approximate solution of fractional cable equation by homotopy analysis method

... the homotopy analysis method (HAM) is applied to solve the fractional cable equation by the Riemann-Liouville fractional partial ...This method includes an auxiliary parameter h ... See full document

10

A Solution of Boussinesq's equation for infiltration phenomenon in unsaturated porous media by Homotopy Analysis Method

A Solution of Boussinesq's equation for infiltration phenomenon in unsaturated porous media by Homotopy Analysis Method

... Auxiliary parameter  in Homotopy-series (20) can be regard as iteration factor and is widely used in numerical ...the convergence of Homotopy series (20) is depending upon the value of ... See full document

8

Analytic approximate solution for the KdV equation with the homotopy analysis method

Analytic approximate solution for the KdV equation with the homotopy analysis method

... The homotopy analysis method (HAM) is applied to obtain the analytic approximate solution of the well-known Korteweg-de Vries (KdV) ...auxiliary parameter ~ , which provides us with a ... See full document

9

An analytic study on the Euler-Lagrange equation arising in calculus of variations

An analytic study on the Euler-Lagrange equation arising in calculus of variations

... and Lagrange interpolating [17], nonclassical parameteriza- tion [16], Chebyshev finite difference method [23], homotopy-perturbation method [1], Adomian decomposition method [7] and ... See full document

13

A Single Convergent Control Parameter Optimal Homotopy Asymptotic Method Approximate-Analytical Solution of Fuzzy Heat Equation

A Single Convergent Control Parameter Optimal Homotopy Asymptotic Method Approximate-Analytical Solution of Fuzzy Heat Equation

... Fuzzy differential equations (FDEs) form a major portion of a fuzzy analysis theory and are a useful tool to describe a dynamic phenomenon if its nature and data is vague (Ali et. al., 2018). The recurrent ... See full document

6

Solution by Homotopy Perturbation Method of Linear and Nonlinear Diffusion Equation

Solution by Homotopy Perturbation Method of Linear and Nonlinear Diffusion Equation

... [2] Gurhan Gurarslan and Murat Sari 2009 “Numerical solutions of linear and nonlinear diffusion equation by a differential quadrature method” Int. J. Nume. Meth. Biomed. Engg. Vol. 27 Pp-69-77. [3] J.H. He, ... See full document

7

Chebyshev pseudo-spectral method for optimal control problem of Burgers’ equation

Chebyshev pseudo-spectral method for optimal control problem of Burgers’ equation

... indirect method is proposed based on the Chebyshev pseudo-spectral method for solving optimal control problems governed by Burgers’ ...specially optimal control ...original ... See full document

26

Numerical Solution of Fourth Order Integro differential Boundary Value Problems by Optimal Homotopy Asymptotic Method

Numerical Solution of Fourth Order Integro differential Boundary Value Problems by Optimal Homotopy Asymptotic Method

... ABSTRACT In the course of this paper, the Optimal Homotopy Asymptotic Method OHAM introduced by Marica is applied to solve linear and nonlinear boundary value problems both for fourth-or[r] ... See full document

7

Optimal Homotopy Asymptotic Method With Different Auxiliary Functions For The Solution Of Seventh Order Boundary Value Problems

Optimal Homotopy Asymptotic Method With Different Auxiliary Functions For The Solution Of Seventh Order Boundary Value Problems

... the optimal homotopy asymptotic method with different auxiliary functions has been applied to obtain the numerical solutions of linear and nonlinear seventh order boundary value ... See full document

16

SOLUTION OF SPACE -TIME FRACTIONAL FOKKER PLANCK EQUATION BY HOMOTOPY ANALYSIS METHOD

SOLUTION OF SPACE -TIME FRACTIONAL FOKKER PLANCK EQUATION BY HOMOTOPY ANALYSIS METHOD

... the homotopy analysis method (HAM) to obtain solutions of linear and nonlinear space-time fractional Fokker–Planck equations ...sense. Solution of some particular linear and nonlinear space ... See full document

12

Reaction Mechanics for Point Objects

Reaction Mechanics for Point Objects

... The first two terms are the Euler Lagrange equation of Classical Mechanics operating on the zero order Lagrangian and therefore must be equal to zero. This is consistent if one considers Newtonian ... See full document

17

The Effect of Job Analysis and Compensation on the Performance of Employees through the Satisfaction of Work

The Effect of Job Analysis and Compensation on the Performance of Employees through the Satisfaction of Work

... The results of testing the third hypothesis obtained that that job satisfaction has a positive and significant effect on employee performance on CV. Zazil Bakery. Job satisfaction is basically something that is ... See full document

6

Finding the one-loop soliton solution of the short-pulse equation by means of the homotopy analysis method

Finding the one-loop soliton solution of the short-pulse equation by means of the homotopy analysis method

... The homotopy analysis method is applied to the short-pulse equation in order to find an analytic approximation to the known exact solitary upright-loop ...approximate solution agrees ... See full document

10

A study of a Stefan problem governed with space–time fractional derivatives

A study of a Stefan problem governed with space–time fractional derivatives

... the homotopy analysis method and the OHAM for nonlinear age-structured population ...distribution equation in a convective straight fin with temperature- dependent thermal conductivity and the ... See full document

7

APPLICATION OF THE HOMOTOPY PERTURBATION METHOD (HPM) AND VARIATIONAL ITERATION METHOD (VIM) TO GAS DYNAMIC EQUATION

APPLICATION OF THE HOMOTOPY PERTURBATION METHOD (HPM) AND VARIATIONAL ITERATION METHOD (VIM) TO GAS DYNAMIC EQUATION

... perturbation method and homotopy method is called the HPM, which eliminates the drawbacks of the traditional perturbation methods while keeping all its ... See full document

8

On the Exact Solution of Burgers Huxley Equation Using the Homotopy Perturbation Method

On the Exact Solution of Burgers Huxley Equation Using the Homotopy Perturbation Method

... the Homotopy Perturbation Method (HPM) is applied to obtain the closed form solution of the non-linear Burgers-Huxley ...rapid convergence towards the exact solution is shown when ... See full document

10

Admonian's method for Hammerstein integral equations arising from chemical reactor theory

Admonian's method for Hammerstein integral equations arising from chemical reactor theory

... (see [1], [2]). The unknown u represents the steady state temperature of the reac- tion, and the parameters λ, µ and β represent the Peclet Number, the Damkohler Number and the dimensionless adiabatic temperature rise ... See full document

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