Variational method applied to the AD equation
A variational method to study the Zakharov equation
... ZAKHAROV EQUATION ARUN KUMAR Received 7 February 2005 and in revised form 4 August 2005 A variational method given by Ritz has been applied to the Zakharov equation to con- struct an ...
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Variational Iterative Method Applied to Variational Problems with Moving Boundaries
... He’s variational iterative method has been applied to give exact solution of the Euler Lagrange equation which arises from the variational problems with moving boundaries and ...
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Variational Method to the Impulsive Equation with Neumann Boundary Conditions
... 21 G. Bonanno and G. D’Agu` ı, “A Neumann boundary value problem for the Sturm-Liouville equation,” Applied Mathematics and Computation, vol. 208, no. 2, pp. 318–327, 2009. 22 E. Zeidler, Nonlinear ...
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Variational Iteration Method for Solving a Fuzzy Generalized Pantograph Equation
... functional equation to the corre- sponding system and VIM is applied for solving this system, for example if u(t) is (i)-gH-differentiable for Problem ...
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A Comparison Among Homotopy Perturbation Method And The Decomposition Method With The Variational Iteration Method For Dispersive Equation
... perturbation method and Adomian decomposition method, the variational iterational ...in applied mathematics can be an effective procedure to obtain for approximate ...Dispersive ...
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Comparison between the Variational Iteration Method and the Homotopy Perturbation Method for the Sturm-Liouville Differential Equation
... We applied the variational iteration method and the homotopy perturbation method to solve Sturm-Liouville eigenvalue and boundary value ...
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APPLICATION OF THE HOMOTOPY PERTURBATION METHOD (HPM) AND VARIATIONAL ITERATION METHOD (VIM) TO GAS DYNAMIC EQUATION
... D. D. Ganji was born in Babol, Iran in 1975. He obtained his B.Sc. degree in Mechanical Engineering from University of Tehran in 1989. In advance, Dr. Ganji got his M.Sc. and Ph.D. degree in Mechanical Engineering from ...
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23. Modified variational iteration method for heat equation using He's polynomials
... and applied sciences [1, 4]. He [5-20] developed the variational iteration and homotopy perturbation methods for solving linear, nonlinear, initial and boundary value ...the variational iteration ...
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Damped wave equation and dissipative wave equation in fractal strings within the local fractional variational iteration method
... The variational iteration method was effectively applied in various fields of science and engineering [–] and the references ...fractional variational iteration method [, , ], the ...
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Application of He’s Variational Iteration Method for the Analytical Solution of Space Fractional Diffusion Equation
... He’s variational iteration method has been successfully applied to find the solution of space frac- tional diffusion ...VIM method are very good and the obtained solu- tions are shown ...He’s ...
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6. Variational iteration method for exact solution of gas dynamic equation using He's polynomials
... the variational iteration method coupled with He’s polynomials (VIMHP) [1, 2, 13, 14, 15] for finding the solution of gas dynamic equation ...He’s variational iteration and the homotopy ...
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Variational iteration method applied to nonlinear coupled differential equations arising in conjoint normal tumor cells
... This paper deals only the biological applications. Many papers are obtained the approximate solutions of variational iteration method [1]-[5]. But this chemical equation is different for the previous ...
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The variational iteration method for Cauchy problems
... the variational iteration method. The variational iteration algorithm [ 1–5 ] is of unheard simplicity, and the obtained results are of surprising accuracy (sometimes exact solutions can be ...
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The variational iteration method for solving Nagumo telegraph equation
... He, Variational iteration method for delay dierential equations, Commun. Siene and Nume[r] ...
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Solving fractional diffusion equation using variational iteration method and adomian decomposition method
... Instead of solving the differential with nth derivative, we go further to solve differential equation with fractional order of derivative. As a parable, when we write x 3 we know that x 3 x x x which the ...
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The Iterative Schwinger Variational Method Applied to Electron Molecule Continuum Processes
... thesis 20110606 3752 THE ITERATI VE SCHWINGER VARIATIONAL METHOD APPLIED TO ELECTRON MOLECULE CONTINUUM PROCESSES Th es is by Robert Ross Lucchese In Partial Fulfillment of the Requirements for the De[.] ...
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Modified F-Expansion Method Applied to Coupled System of Equation
... this method to construct many new solutions to the nonlinear Whitham- Broer-Kaup system ...The method can also be extended to other types of nonlinear evolution equations in mathematical ...
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The Variational Formulation of the Fokker-Planck Equation
... Fokker{Planck equation, or forward Kolmogorov equation, describes the evolu- tion of the probability density for a stochastic process associated with an Ito stochastic di erential ...iterative ...
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Solutions of 2th Order Boundary Value Problem for Difference Equation via Variational Method
... The variational method and critical point theory are employed to investigate the existence of solutions for 2nth-order difference equation Δ n p k−n Δ n y k−n −1 n1 fk, y k 0 for k ∈ 1, N with ...
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Galerkin method applied to telegraph integro-differential equation with a weighted integral condition
... Galerkin method is a class of methods for converting a continuous operator problem to a discrete ...the method of a varia- tion of parameters to a function space, by converting the equation to a weak ...
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