Nonlinear Free Vibration of an Elastically-Restrained Beam with a Point Mass via the Newton-Harmonic Balancing Approach

Articles in the same Issue

1. CONTENTS
2. New Solitary Solutions for the Generalized RLW Equation by He's Exp-fiinction Method
3. Application of Car-Parrinello Molecular Dynamics to Ga-rich GaN Buffer Layer for Stress Relaxation in GaN Grown Layer
4. Nonlinear Dynamical Behaviors of a Cracked Turbocharger Rotor System with Base Excitation
5. Parameter-expansion Techniques for Strongly Nonlinear Oscillators
6. Concise Methods to Generate Fractal Tilings
7. Solving Nonlinear Multi-point Boundary Value Problems by Combining Homotopy Perturbation and Variational Iteration Methods
8. Vorticity Analysis of a Cavitating Two-Phase Flow in Rotating
9. Integral Solution of a Forced Laminar Boundary Layer over an Isothermal Plate Embedded in a Porous Medium
10. Nonlinear Analysis on the Dynamical Model of Common Fishery Resource
11. Nonstationary Vibration and Transition through Fundamental Resonance of Electromechanical Systems Forced by a Nonideal Energy Source
12. Nonlinear Free Vibration of an Elastically-Restrained Beam with a Point Mass via the Newton-Harmonic Balancing Approach
13. Application of He's Exp-ftmction Method to the Stochastic mKdV Equation
14. A New Stable Algorithm for Abel Inversion Using Bernstein Polynomials
15. Solving Nonlinear Diffusion Equations without Stochastic Homogeneity Using the Homotopy Perturbation Method