ATESAT: A symbolic processor for artificial satellite theory. Analytical theories for the artificial satellite motion involve operations with the so called Poisson series. Even if only a second order theory is required, the amount of terms involved is so huge, that it is almost an impossible task to carry out by hand the theory. Thus, algebraic manipulators are essential in this field, and even more, since general purpose manipulators are not completely satisfactory, specific manipulators are necessary. Aware of this fact, we build ATESAT (Automatization of Theories and Ephemeris in the artificial Satellite problem), that provides the automatic generation of programs for computing the ephemeris of the satellite from the analytical theory chosen. ATESAT is built with PSPC, an algebraic manipulator from our own, especially designed for manipulating Poisson series.

References in zbMATH (referenced in 12 articles , 1 standard article )

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  1. Wittig, Alexander; Armellin, Roberto: High order transfer maps for perturbed Keplerian motion (2015)
  2. Lara, Martin; San-Juan, Juan F.; López-Ochoa, Luis M.: Delaunay variables approach to the elimination of the perigee in artificial satellite theory (2014)
  3. Pérez, Iván; San-Juan, Juan Félix; San-Martín, Montserrat; López-Ochoa, Luis María: Application of computational intelligence in order to develop hybrid orbit propagation methods (2013) ioport
  4. Elipe, Antonio; Lanchares, Víctor: Exact solution of a triaxial gyrostat with one rotor (2008)
  5. Abad, A.; Elipe, A.; San-Juan, J. F.; Serrano, S.: Is symbolic integration better than numerical integration in satellite dynamics? (2004)
  6. San Juan, J. F.; Serrano, S.; Abad, A.: Analytical theory of motion of a Mars orbiter (2004)
  7. Elipe, Antonio: Extended Lissajous variables for oscillators in resonance. (2001)
  8. San Juan, J. F.; Abad, Alberto: Communications between the Poisson series processor PSPC and general scientific software (2001)
  9. Serrano Pastor, Sergio: Analytic models of orbits of quasi-SPOT artificial satellites (2001)
  10. Van Barel, Marc; Heinig, Georg; Kravanja, Peter: An algorithm based on orthogonal polynomial vectors for Toeplitz least squares problems (2001)
  11. Abad, A.; Elipe, A.; Palacian, J.; San-Juan, J. F.: ATESAT: A symbolic processor for artificial satellite theory. (1998) ioport
  12. Abad, A.; Elipe, A.; Palacián, J.; San-Juan, J. F.: ATESAT: A symbolic processor for artificial satellite theory (1998)