The period of a whirling pendulum

Hana Lichardová

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Displaying similar documents to “The period of a whirling pendulum”

Limit cycles in the equation of whirling pendulum with autonomous perturbation

Hana Lichardová (1999)

Applications of Mathematics

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The two-parameter Hamiltonian system with the autonomous perturbation is considered. Via the Mel’nikov method, existence and uniqueness of a limit cycle of the system in a certain region of a two-dimensional space of parameters is proved.

Heteroclinics for a class of fourth order conservative differential equations

Habets, P., Sanchez, L., Tarallo, M., Terracini, S.

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Remarks on some monotonicity conditions for the period function

R. Chouikha, F. Cuvelier (1999)

Applicationes Mathematicae

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We are interested in the optimality of monotonicity criteria for the period function of some planar Hamiltonian systems. This study is illustrated by examples.

On the evection resonance and its connection to the stability of outer satellites.

Yokoyama, Tadashi, Neto, Ernesto Vieira, Winter, Othon Cabo, Sanchez, Diogo Merguizo, De Oliveira Brasil, Pedro Ivo (2008)

Mathematical Problems in Engineering

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Hill problem analytical theory to the order four: application to the computation of frozen orbits around planetary satellites.

Lara, Martin, Palacián, Jesús F. (2009)

Mathematical Problems in Engineering

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A contribution to the problem of coexistence of two periodical solutions of the Hill's equation

Dragan Dimitrovski, Vladimir Rajović (2007)

Kragujevac Journal of Mathematics

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