Mass ratios of three bodies for stable low-inclination three-dimensional periodic motion |
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Authors: | E. Perodios V. V. Markellos |
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Affiliation: | (1) Department of Engineering Science, University of Patras, Greece |
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Abstract: | The intervals of possible stability, on the -axis, of the basic families of three-dimensional periodie motions of the restricted three-body problem (determined in an earlier paper) are extended into regions of the -m3 parameter space of the general three-body problem. Sample three-dimensional periodic motions corresponding to these regions are computed and tested for stability. Six regions, corresponding to the vertical-critical orbitsl1v, m1v,m2v, andilv, survive this preliminary stability test-therefore, emerging as the mass parameters regions allowing the simplest types of stable low inclination three-dimensional motion of three massive bodies. |
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