The intermediate anomaly
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Publication:4153650
DOI10.1007/BF01232657zbMath0376.70013MaRDI QIDQ4153650
Publication date: 1978
Published in: Celestial Mechanics (Search for Journal in Brave)
Related Items (19)
A note on the use of the generalized Sundman transformations as temporal variables in celestial mechanics ⋮ Geometrical definition of a continuous family of time transformations generalizing and including the classic anomalies of the elliptic two-body problem ⋮ On the Szebehely-bond equation generalized Sundman's transformation for the perturbed two-body problem ⋮ Geometrical definition of a continuous family of time transformations on the hyperbolic two-body problem ⋮ CMMSE: Study of a new symmetric anomaly in the elliptic, hyperbolic, and parabolic Keplerian motion ⋮ An improved algorithm to develop semi-analytical planetary theories using Sundman generalized variables ⋮ Generalized elliptic anomalies ⋮ A study about the integration of the elliptical orbital motion based on a special one-parametric family of anomalies ⋮ A note on the use of generalized Sundman anomalies in the numerical integration of the elliptical orbital motion ⋮ Motion of artificial satellites in the set of Eulerian redundant parameters. III ⋮ A new bi-parametric family of temporal transformations to improve the integration algorithms in the study of the orbital motion ⋮ Relativistic celestial mechanics on the verge of its 100 year anniversary. (Brouwer Award lecture) ⋮ Computational tools to construct semi-analytical planetary theories ⋮ \(F\) and \(G\) Taylor series solutions to the Stark and Kepler problems with Sundman transformations ⋮ Expansions of elliptic motion based on elliptic function theory ⋮ Time elements in Keplerian orbital elements ⋮ Canonical orbital elements in terms of an arbitrary independent variable ⋮ Transformations of the perturbed two-body problem to unperturbed harmonic oscillators ⋮ Time elements in rectangular coordinates
Cites Work
- Unnamed Item
- On the numerical calculation of elliptic integrals of the first and second kind and the elliptic functions of Jacobi
- Accurate computation of highly eccentric satellite orbits
- Notions of analytic vs numerical stability as applied to the numerical calculation of orbits
- Remarks on numerical integration of Keplerian orbits
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