Averaging and periodic solutions in the plane and parametrically excited pendulum

Author:

Mehidi Noureddine

Publisher

Springer Science and Business Media LLC

Subject

Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics

Reference18 articles.

1. Bogolioubov NN, Mitropolski YA (1962) Asymptotic methods in the theory of nonlinear oscillations. Gordon and Breach Science Publishers, NY, pp 404–408

2. Caughey TK (1960) Subharmonic oscillations of a pendulum. Journal of applied mechanics, Vol 27, 1960, Trans. ASME, Vol 82, Series E, pp 754–755

3. Cheshankov BI (1971). Subharmonic oscillations of a pendulum. PMM 35(2): 343–348

4. Chester W (1975). The forced oscillations of a simple pendulum. J Inst Math Appl 15: 289–306

5. Dagungi J and Chhatpar CK (1970). Dynamic stability of a pendulum under parametric excitation. Rev Roum Sc Tech-Mech Appl Tome 15(4): 741–763

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