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- Stumpff_function abstract "In celestial mechanics, the Stumpff functions ck(x), developed by Karl Stumpff, are used for analyzing orbits using the universal variable formulation. They are defined by the formula:for The series above converges absolutely for all real x. By comparing the Taylor series expansion of the trigonometric functions sin and cos with c0(x) and c1(x), a relationship can be found:Similarly, by comparing with the expansion of the hyperbolic functions sinh and cosh we find:The Stumpff functions satisfy the recursive relations:".
- Stumpff_function wikiPageID "20592261".
- Stumpff_function wikiPageRevisionID "545513044".
- Stumpff_function hasPhotoCollection Stumpff_function.
- Stumpff_function subject Category:Orbits.
- Stumpff_function comment "In celestial mechanics, the Stumpff functions ck(x), developed by Karl Stumpff, are used for analyzing orbits using the universal variable formulation. They are defined by the formula:for The series above converges absolutely for all real x.".
- Stumpff_function label "Fonction de Stumpff".
- Stumpff_function label "Stumpff function".
- Stumpff_function sameAs Fonction_de_Stumpff.
- Stumpff_function sameAs m.051zjwp.
- Stumpff_function sameAs Q3075207.
- Stumpff_function sameAs Q3075207.
- Stumpff_function wasDerivedFrom Stumpff_function?oldid=545513044.
- Stumpff_function isPrimaryTopicOf Stumpff_function.