The k:k+4 resonances in planetary systems
Abstract
In this study we give a first description of De Haerdtl's 3:7 inequality between the Jovian satellites Ganymede and Callisto and 1:5 inequality between the Saturnian Titan and Iapetus and the resonant arguments associated. For each inequality, 19 arguments are associated. The overlapping of resonant zones induces stochasic layers that the system might have crossed in the past thanks to tidal dissipation.
- Publication:
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IAU Colloq. 197: Dynamics of Populations of Planetary Systems
- Pub Date:
- February 2005
- DOI:
- Bibcode:
- 2005dpps.conf..453N
- Keywords:
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- Celestial mechanics;
- planets and satellites: individual: Jupiter - Saturn.