2002Unpublished venueRequires access

Efficient satellite orbit determination algorithm

M.K. El-Mahy

Open publisher page 1 citations

Abstract

Satellites as they cross the night sky look like moving stars, which can be accurately tracked by an observer with binoculars as well as by giant radars and large cameras. In this paper, the iterated extended Kalman filter (IEKF) is applied to the problem of satellite orbit determination for a low altitude (300 km), nearly circular (e=0.0003), orbit with an inclination of 50/spl deg/. The satellite is subject to significant perturbing accelerations. The performance, accuracy, efficiency, estimation errors, and prediction errors of the algorithm are calculated using actual satellite tracking data obtained from ground based radars.

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What this paper is about

Satellites as they cross the night sky look like moving stars, which can be accurately tracked by an observer with binoculars as well as by giant radars and large cameras. In this paper, the iterated extended Kalman filter (IEKF) is applied to the problem of satellite orbit determination for a low altitude (300 km), nearly circular (e=0.0003), orbit with an inclination of 50/spl deg/. The satellite is subject to significant perturbing accelerations. The performance, accuracy, efficiency, estimation errors, and prediction errors of the algorithm are calculated using actual satellite tracking data obtained from ground based radars.

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Available abstract

Satellites as they cross the night sky look like moving stars, which can be accurately tracked by an observer with binoculars as well as by giant radars and large cameras. In this paper, the iterated extended Kalman filter (IEKF) is applied to the problem of satellite orbit determination for a low altitude (300 km), nearly circular (e=0.0003), orbit with an inclination of 50/spl deg/. The satellite is subject to significant perturbing accelerations. The performance, accuracy, efficiency, estimation errors, and prediction errors of the algorithm are calculated using actual satellite tracking data obtained from ground based radars.

Key concepts: Ground track, Satellite, Orbit (dynamics), Kalman filter, Computer science, Remote sensing, Orbit determination, Geodesy

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