Asteroid close encounters characterization using differential algebra: the case of Apophis

Author:

Armellin R.,Di Lizia P.,Bernelli-Zazzera F.,Berz M.

Publisher

Springer Science and Business Media LLC

Subject

Space and Planetary Science,Astronomy and Astrophysics,Applied Mathematics,Computational Mathematics,Mathematical Physics,Modelling and Simulation

Reference28 articles.

1. Battin R.H.: An Introduction to the Mathematics and Methods of Astrodynamics. AIAA Education Series, New York (1968)

2. Berges, J., Rousseau, S., Perot E.: A Numerical Predictor-Corrector Guidance Algorithm for the Mars Sample Return Aerocapture. AAAF, 14–66, March (2001)

3. Bernelli-Zazzera, F., Berz, M., Lavagna, M., Makino, K., Armellin, R., Di Lizia, P., Jagasia, R., Topputo, F.: NEO Encounter 2029: Orbital Prediction via Differential Algebra and Taylor Models. Final Report, Ariadna id: 08-4303, Contract No. 20271/06/NL/HI (2009)

4. Berz, M.: The new method of TPSA algebra for the description of beam dynamics to high orders. Technical Report AT-6:ATN-86-16, Los Alamos National Laboratory (1986)

5. Berz, M.: The method of power series tracking for the mathematical description of beam dynamics. Nuclear Instrum. Meth. A258, 431 (1987)

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