Stellar systems as dissipative dynamical systems

Mathematics – Dynamical Systems

Scientific paper

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Astrodynamics, Catastrophe Theory, Dynamical Systems, Star Clusters, Stellar Evolution, Branching (Physics), Differential Equations, Eigenvalues, Nonconservative Forces, Phase Deviation

Scientific paper

The evolution of a stellar system containing a massive central body is investigated by the methods of the theory of dynamical systems and catastrophe theory. The problem is reduced to the study of a two-dimensional dissipative system - a simple attractor. The presence of stable and unstable singular points (nodes and focuses) and cycles is shown. In the system there may be subcritical and supercritical Hopf bifurcations with a separatrix corresponding to a symmetric butterfly catastrophe of type A(+, -5).

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