Linked from

The 13 pages that link to Mean-motion resonance, each with the reason it gives.

• Orbital resonanceBroader topic: This is the standard form of orbital resonance, linking period ratios to recurring gravitational tugs.

• Kuiper beltBroader topic: The 3:2 resonance with Neptune defines the plutino population.

• Gravitational perturbationBroader topic: This specific resonance can amplify repeated gravitational perturbations between orbiting bodies.

• Grand Tack hypothesisRelated: Jupiter and Saturn enter resonance before their migration reverses.

• Trans-Neptunian objectRelated: Resonances with Neptune protect some trans-Neptunian objects from close encounters.

• Jupiter-family cometRelated: Resonances with Jupiter can protect or destabilize comet orbits.

• Kirkwood gapBroader topic: Kirkwood gaps align with specific mean-motion resonances between asteroids and Jupiter.

• Transit timing variationBroader topic: This specific resonance shapes the long-period timing signals of many interacting planets.

• Laplace resonanceNarrower topic: The Laplace resonance is a three-body example of this broader orbital pattern.

• FomalhautRelated: Resonant orbital interactions can shape debris belts and constrain unseen planets.

• Cassini DivisionRelated: The 2:1 period relationship between Mimas and nearby ring particles produces the principal clearing influence.

• Co-orbital configurationCompared with: Most mean-motion resonances involve different periods; co-orbitals have a 1:1 period relationship.

• Dermott's lawRelated: Period ratios in satellite systems can lie near resonant ratios without exact resonance being required.