The two fixed centers: an exceptional integrable system (Q1766811)
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scientific article; zbMATH DE number 2140059
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The two fixed centers: an exceptional integrable system |
scientific article; zbMATH DE number 2140059 |
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The two fixed centers: an exceptional integrable system (English)
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1 March 2005
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The authors focus their interest on the two-dimensional problem, where the trajectory of the third body lies in a plane. In spite of the fact that there are many publications on the problem and its generalizations (a review of 22 papers is presented in the article), the phase portrait of the corresponding proper dynamical system was not constructed. Here the authors classify the trajectories into periodic and quasi-periodic ones, and identify collision orbits.
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collision orbits
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periodic orbits
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quasi-periodic orbits
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0.88551474
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0.88467026
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0.86462563
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0.8607901
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0.86022294
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0.8548569
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0.8520367
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0.8468176
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0.8467318
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