Relative equilibria of Hamiltonian systems with symmetry: Linearization, smoothness, and drift (Q1911614)
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scientific article; zbMATH DE number 872546
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Relative equilibria of Hamiltonian systems with symmetry: Linearization, smoothness, and drift |
scientific article; zbMATH DE number 872546 |
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Relative equilibria of Hamiltonian systems with symmetry: Linearization, smoothness, and drift (English)
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1 May 1996
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Linearizations of relative equilibria are used to construct a first order perturbation theory explaining drift, and also to determine when the set of relative equilibria near a given relative equilibrium is a smooth symplectic submanifold of phase space.
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planar central gravitational attraction
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two coupled rigid bodies
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necessary conditions for formal stability
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first order perturbation theory
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smooth symplectic submanifold
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phase space
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