ACCURACY OF LONG-TERM FORECASTING GEOSYNCHRONOUS SATELLITE MOTION / Kuznetsov E. D.,Kudryavtsev A. O. // RUSSIAN PHYSICS JOURNAL. - 2009. - V. 52, l. 8. - P. 841-849.

ISSN/EISSN:

1064-8887 / нет данных

Type:

Article

Abstract:

The accuracy of forecasting geosynchronous satellite motion for 242-year term of forecast using a numerical model of artificial satellite motion taking into account the main perturbing factors including nonsphericity of the Earth's gravitational field, attraction by the Moon and the Sun, tides inside the Earth, direct light pressure with allowance for the Earth's shadow effect, and the Pointing-Robertson effect is considered. It is demonstrated that in this case, perturbations of the Earth's gravitational field harmonics up to the 27th order must be considered. For regular motions, the maximum error in forecasting the geosynchronous satellite position ranges from 0.14 to 2400 km, the error in forecasting the long semiaxis ranges from 0.013 to 1100 m, and the error in forecasting the subsatellite point longitude ranges from 0.069 `' to 3.4 degrees depending on the libration amplitude. The accuracy of forecasting depends on the libration amplitude: the less the libration amplitude, the higher the accuracy of forecasting. For quasi-random trajectories, the integration period for which the errors in forecasting do not exceed values obtained for libration motion is determined by the frequency and proximity of the trajectory to unstable stationary points. For the examples considered, this period is about 200 years. The estimated MEGNO factor confirms the efficiency of the numerical model of artificial satellite motion used to investigate the stochastic properties of geosynchronous satellite motion.

Author keywords:

numerical modeling; orbit evolution; geosynchronous satellites ORBITS

DOI:

нет данных

Web of Science ID:

ISI:000273950800011

Соавторы в МНС:

—

Другие поля

Поле	Значение
Month	AUG
Publisher	SPRINGER
Address	233 SPRING ST, NEW YORK, NY 10013 USA
Language	English
Keywords-Plus	ORBITS
Research-Areas	Physics
Web-of-Science-Categories	Physics, Multidisciplinary
Author-Email	Eduard.Kuznetsov@usu.ru
Funding-Acknowledgement	Russian Foundation for Basic Research {[}06-02-16201]
Funding-Text	This work was supported in part by the Russian Foundation for Basic Research (grant No. 06-02-16201).
Number-of-Cited-References	10
Usage-Count-Since-2013	3
Journal-ISO	Russ. Phys. J.
Doc-Delivery-Number	548HJ