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On Approximate Analytical Solutions of Nonlinear Vibrations of Inextensible Beams Using Parameter-Expansion Method
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A. Kimiaeifar,
, E. Lund, , Ο. T. Thomsen, und A. Barari,
Veröffentlicht/Copyright:
1. September 2010
Published Online: 2010-09
©2011 by Walter de Gruyter GmbH & Co.
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Artikel in diesem Heft
- CONTENTS
- Coexistence of Multiple Strange Attractors Governed by Different Initial Conditions in a Deterministic System
- Explicit Non-travelling Wave Solutions for Non-integrable (3+1)-Dimensional Systems
- Enhanced Variational Iteration Method using Adomian Polynomials for Solving the Chaotic Lorenz System
- Α Model for Optimal Routing of Dangerous Substances in Warehousing Operations via k-nested GTSP
- Residue Harmonie Balance for Discontinuous Nonlinear Oscillator with Fractional Power Restoring Force
- New Exact and Explicit Travelling Wave Solutions for the Coupled Higgs Equation and a Nonlinear Variant of the PHI-four Equation
- On Approximate Analytical Solutions of Nonlinear Vibrations of Inextensible Beams Using Parameter-Expansion Method
- Progressive Failure Simulation of Security Cable Barriers
Artikel in diesem Heft
- CONTENTS
- Coexistence of Multiple Strange Attractors Governed by Different Initial Conditions in a Deterministic System
- Explicit Non-travelling Wave Solutions for Non-integrable (3+1)-Dimensional Systems
- Enhanced Variational Iteration Method using Adomian Polynomials for Solving the Chaotic Lorenz System
- Α Model for Optimal Routing of Dangerous Substances in Warehousing Operations via k-nested GTSP
- Residue Harmonie Balance for Discontinuous Nonlinear Oscillator with Fractional Power Restoring Force
- New Exact and Explicit Travelling Wave Solutions for the Coupled Higgs Equation and a Nonlinear Variant of the PHI-four Equation
- On Approximate Analytical Solutions of Nonlinear Vibrations of Inextensible Beams Using Parameter-Expansion Method
- Progressive Failure Simulation of Security Cable Barriers