A symplectic mapping model as a tool to understand the dynamics of 2/1 resonant asteroid motion (Q1976072)
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scientific article; zbMATH DE number 1442250
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A symplectic mapping model as a tool to understand the dynamics of 2/1 resonant asteroid motion |
scientific article; zbMATH DE number 1442250 |
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A symplectic mapping model as a tool to understand the dynamics of 2/1 resonant asteroid motion (English)
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1999
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The author studies the three body-problem Sun-Jupiter-astroid. A realistic symplectic model has been constructed in the form of a Poincaré map of the three-dimensional problem. The model is valid at the 2:1 mean motion resonance of the asteroid. The dynamics of this resonance has been made clear.
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three body-problem
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Sun-Jupiter-astroid
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symplectic model
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Poincaré map
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2:1 mean motion resonance
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0.9691582
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0.89147204
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0.89132893
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0.8709422
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0.8683506
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0.86469996
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0.85578024
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