Linear stability and first-order normalization in planar restricted three-body problem when more massive and infinitesimal bodies are oblate spheroids (Q2565482)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Linear stability and first-order normalization in planar restricted three-body problem when more massive and infinitesimal bodies are oblate spheroids |
scientific article |
Statements
Linear stability and first-order normalization in planar restricted three-body problem when more massive and infinitesimal bodies are oblate spheroids (English)
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27 September 2005
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The authors consider three bodies \(M_1, M_2\) and \(M\) with masses \(m_1\geq m_2\gg m\), in which \(M_1\) and \(M_2\) are oblate spheroids. The linear stability and first-order normalization are studied in the planar restricted three-body problem, when distances from centers of mass of finite bodies to infinitesimal body are the same.
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equatorial moment of inertia
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polar moment of inertia
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Moser's theorem
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