| Author(s): | Bien, R. |
| Title: | Stationary Solutions in Simplified Resonance Cases of the Restricted Three-Body Problem |
| Source: | Celest. Mech. 21, 157-161 |
| Year: | 1980 |
| Abstract: | In the planar elliptic problem Sun-Jupiter-massless body we consider the resonances of mean motion 3/2, 2/1, 3/1, 7/3 and 1/3. Short-period effects are eliminated by Schubart's averaging method. Applying a minimization technique, stationary solutions can be found in the given resonance cases. Some of these solutions are well-known as periodic solutions in the rigorous (i.e. unaveraged) restricted problem. It is illustrated how one can construct in a numerical way a linearized theory of motion around a stationary solution and results are presented. |
| Preprint issued: | |
| Remarks: |
Full text of the printed paper in the ARIPRINT in the following format:
[Image (GIF)]
[GIF in frames]
Back to Mitteil. Heidelberg Ser. A (overview) or Publications or Homepage
Letzte Änderung/Updated: 12.10.2001