A test of escape valid even for very small mutual distances I. The acceleration and the escape velocities of the third body
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Publication:3680320
DOI10.1007/BF01230502zbMath0565.70005MaRDI QIDQ3680320
Junzo Yoshida, Yi-Sui Sun, Christian Marchal
Publication date: 1984
Published in: Celestial Mechanics (Search for Journal in Brave)
three-body systemtriple collisionnon-zero angular momentumJacobi decompositionlimits of the Sandman statements
Related Items (4)
Evolution of the moment of inertia in the many-body problem in the field of general attraction ⋮ Stability criteria for hierarchical triple systems ⋮ No hanging out in neighborhoods of infinity in the three-body problem ⋮ Three-body problem
Cites Work
- Zero velocity surfaces for the general planar three-body problem
- Topology and mechanics. II: The planar \(n\)-body problem
- Some topology of the three body problem
- Hill stability and distance curves for the general three-body problem
- Hill regions for the general three-body problem
- The effects of integrals on the totality of solutions of dynamical systems
- Bifurcation points in the planar problem of three bodies
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