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- Jacobi_integral abstract "In celestial mechanics, Jacobi's integral (named after Carl Gustav Jacob Jacobi) is the only known conserved quantity for the circular restricted three-body problem. Unlike in the two-body problem, the energy and momentum of the system are not conserved separately and a general analytical solution is not possible. The integral has been used to derive numerous solutions in special cases.".
- Jacobi_integral thumbnail ThreeBodyProblem_Synodic.png?width=300.
- Jacobi_integral wikiPageID "1713939".
- Jacobi_integral wikiPageRevisionID "598739369".
- Jacobi_integral hasPhotoCollection Jacobi_integral.
- Jacobi_integral subject Category:Orbits.
- Jacobi_integral comment "In celestial mechanics, Jacobi's integral (named after Carl Gustav Jacob Jacobi) is the only known conserved quantity for the circular restricted three-body problem. Unlike in the two-body problem, the energy and momentum of the system are not conserved separately and a general analytical solution is not possible. The integral has been used to derive numerous solutions in special cases.".
- Jacobi_integral label "Integrale di Jacobi".
- Jacobi_integral label "Intégrale de Jacobi".
- Jacobi_integral label "Jacobi integral".
- Jacobi_integral sameAs Intégrale_de_Jacobi.
- Jacobi_integral sameAs Integrale_di_Jacobi.
- Jacobi_integral sameAs m.05qj0l.
- Jacobi_integral sameAs Q3799277.
- Jacobi_integral sameAs Q3799277.
- Jacobi_integral wasDerivedFrom Jacobi_integral?oldid=598739369.
- Jacobi_integral depiction ThreeBodyProblem_Synodic.png.
- Jacobi_integral isPrimaryTopicOf Jacobi_integral.
