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- Laplace_plane abstract "The Laplace plane or Laplacian plane of a planetary satellite, named after its discoverer Pierre-Simon Laplace (1749–1827), is a mean or reference plane about whose axis the instantaneous orbital plane of a satellite precesses. Laplace's name is sometimes applied to the invariable plane, which is the plane perpendicular to a system's mean angular momentum vector, but the two should not be confused. They are equivalent only in the case where all perturbers and resonances are far from the precessing body.".
- Laplace_plane wikiPageID "906958".
- Laplace_plane wikiPageLength "5030".
- Laplace_plane wikiPageOutDegree "19".
- Laplace_plane wikiPageRevisionID "549526291".
- Laplace_plane wikiPageWikiLink Category:Orbits.
- Laplace_plane wikiPageWikiLink Category:Planetary_science.
- Laplace_plane wikiPageWikiLink Galilean_moons.
- Laplace_plane wikiPageWikiLink Galilean_satellites.
- Laplace_plane wikiPageWikiLink Iapetus_(moon).
- Laplace_plane wikiPageWikiLink Inner_moon.
- Laplace_plane wikiPageWikiLink Invariable_plane.
- Laplace_plane wikiPageWikiLink Irregular_moon.
- Laplace_plane wikiPageWikiLink Moon.
- Laplace_plane wikiPageWikiLink Moons_of_Mars.
- Laplace_plane wikiPageWikiLink Orbital_plane_(astronomy).
- Laplace_plane wikiPageWikiLink Orbital_resonance.
- Laplace_plane wikiPageWikiLink Perturbation_theory.
- Laplace_plane wikiPageWikiLink Pierre-Simon_Laplace.
- Laplace_plane wikiPageWikiLink Plane_of_rotation.
- Laplace_plane wikiPageWikiLink Precession.
- Laplace_plane wikiPageWikiLink Satellite.
- Laplace_plane wikiPageWikiLink Triton_(moon).
- Laplace_plane wikiPageWikiLinkText "Laplace plane".
- Laplace_plane wikiPageWikiLinkText "laplace plane".
- Laplace_plane hasPhotoCollection Laplace_plane.
- Laplace_plane subject Category:Orbits.
- Laplace_plane subject Category:Planetary_science.
- Laplace_plane hypernym Mean.
- Laplace_plane type Astrodynamic.
- Laplace_plane type Sub-discipline.
- Laplace_plane comment "The Laplace plane or Laplacian plane of a planetary satellite, named after its discoverer Pierre-Simon Laplace (1749–1827), is a mean or reference plane about whose axis the instantaneous orbital plane of a satellite precesses. Laplace's name is sometimes applied to the invariable plane, which is the plane perpendicular to a system's mean angular momentum vector, but the two should not be confused.".
- Laplace_plane label "Laplace plane".
- Laplace_plane sameAs Плоскост_на_Лаплас.
- Laplace_plane sameAs Laplace-Ebene.
- Laplace_plane sameAs Plan_de_Laplace.
- Laplace_plane sameAs Piano_di_Laplace.
- Laplace_plane sameAs Laplace-plan.
- Laplace_plane sameAs Pxc5x82aszczyzna_Laplacea.
- Laplace_plane sameAs m.03nr_7.
- Laplace_plane sameAs Плоскость_Лапласа.
- Laplace_plane sameAs Laplaceova_ravnina.
- Laplace_plane sameAs Q1805783.
- Laplace_plane sameAs Q1805783.
- Laplace_plane wasDerivedFrom Laplace_plane?oldid=549526291.
- Laplace_plane isPrimaryTopicOf Laplace_plane.