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Calculation of Perturbations in the Stellar Three-Body Problem

Published online by Cambridge University Press:  12 April 2016

J.A. Docobo ,
C. Prieto  and
J.F. Ling
J.A. Docobo
Affiliation:
Observatorio Astronómico Ramón M. Aller, Universidad de Santiago, P.O. Box 197, Santiago de Compostela, Spain
C. Prieto
Affiliation:
Observatorio Astronómico Ramón M. Aller, Universidad de Santiago, P.O. Box 197, Santiago de Compostela, Spain
J.F. Ling
Affiliation:
Observatorio Astronómico Ramón M. Aller, Universidad de Santiago, P.O. Box 197, Santiago de Compostela, Spain

Abstract

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The method of perturbations of Deprit has been applied to the stellar three-body problem. The calculation, developed previously by the authors in other articles, is here systematicized for easy use and applied to various triple systems.

Type
Theoretical Aspects
Information
International Astronomical Union Colloquium , Volume 135: Complementary Approaches to Double and Multiple Star Research , 1992 , pp. 223 - 225
Copyright
Copyright © Astronomical Society of the Pacific 1992

References

Abad, A.J. 1984, Estudio de Sistemas Estelares Múltiples. Pub. Seminario Garcia Galdeano, Ser. II, Sec. 2, num. 2, Universidad de Zaragoza. Spain Google Scholar
Brown, E.W. 1936-37, The Stellar Problem of Three Bodies, MNRAS 97, num. 7, 25 Google Scholar
Deprit, A. 1969, Canonical Transformatione Depending on a Small Parameter, Celes. Mech. 1, 12 Google Scholar
Docobo, J.A. 1977, Aplicación de la teoría de Perturbaciones al estudio de sistemas estelares triples. Tesis Doctoral. Universidad de Zaragoza Google Scholar
Docobo, J.A. & Prieto, C. 1988, The Stellar Three-body Problem. Explicit Formulation for Computing Perturbations. Pub. Obs. Ast. R.M. Aller 46 Google Scholar
Harrington, R.S. 1968a, Dynamical Evolution of Triple Stars, AJ, 73, 190 Google Scholar
Harrington, R.S. 1968b, Dynamics of the Triple System Zeta Aquarii, AJ, 73, 508 CrossRefGoogle Scholar
Harrington, R.S. 1969, The Stellar Three-body Problem, Celes. Mech., 2 200 Google Scholar
Heintz, W.D. 1967, Storungen und Bahnelemente im System Ursae Majoris, Astrom. Nach. 289-6, 269 CrossRefGoogle Scholar
Heintz, W.D. 1984, The Triple Star Zeta Aquarii, ApJ, 284, 806 Google Scholar
Ling, J.F. 1989, Aplicación del método estroboscópico al problema estelar de tres cuerpos. Tesis Doctoral. Universidad de Santiago Google Scholar