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Title of Journal: Acta Appl Math

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Abbravation: Acta Applicandae Mathematicae

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Springer Netherlands

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DOI

10.1016/0168-8278(91)91493-z

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1572-9036

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Application of He’s Variational Iteration Method f

Authors: D D Ganji H Babazadeh M H Jalaei H Tashakkorian
Publish Date: 2008/09/05
Volume: 106, Issue: 3, Pages: 359-
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Abstract

A new analytical method called He’s variational iteration method VIM is introduced to be applied to solve nonlinear BenjaminBonaMahonyBurgers BBMB equations and free vibration of a nonlinear system having combined linear and nonlinear springs in series in this article In this method general Lagrange multipliers are introduced to construct correction functionals for the problems The multipliers can be identified optimally via the variational theory The results are compared with the results of the homotopy analysis method and also with the exact solution He’s Variational iteration method in this problem functions so better than the homotopy analysis method and exact solutions one of them in per section

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  1. Virasoro Action on Pseudo-Differential Symbols and (Noncommutative) Supersymmetric Peakon Type Integrable Systems
  2. Positive Solutions for Singular BVPs with Sign Changing and Derivative Depending Nonlinearity on the Positive Half-Line
  3. Analysis of a Polynomial System Arising in the Design of an Optical Lattice Filter Useful in Channelization
  4. On L 1 Bounds for Asymptotic Normality of Some Weakly Dependent Random Variables
  5. Weighted Logarithmic Sobolev Inequalities for Sub-Gaussian Measures
  6. Noncommutative Dynamical Models with Quantum Symmetries
  7. A BGK Model for Gas Mixtures
  8. Marshall and Olkin’s Distributions
  9. An Initial-Boundary Value Problem for the Korteweg–de Vries Equation with Dominant Surface Tension
  10. Variational Approach to the Inviscid Compressible Fluid
  11. The Numerical Asymptotically Stability of a Linear Differential Equation with Piecewise Constant Arguments of Mixed Type
  12. On a Time-Dependent Fluid-Solid Coupling in 3D with Nonstandard Boundary Conditions
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  14. Zero Dynamics and Stabilization for Analytic Linear Systems
  15. Multiplicative Property of the Digital Fundamental Group
  16. Finite Velocity of the Propagation of Perturbations for a Class of Non-Newtonian Fluids
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