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Original Articles

Application of ellipsoidal estimation to satellite control design

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Pages 239-249 | Published online: 16 Feb 2007

Figures & data

Figure 1. Motion for the case of a tangential change of velocity (a) with respect to the Earth for the 1 m/s change in the same direction as the initial satellite motion, (b) the same change in velocity, with motion with respect to the master satellite, (c) relative motion for 1 m/s change in velocity in the direction opposite to the master satellite motion.

Figure 1. Motion for the case of a tangential change of velocity (a) with respect to the Earth for the 1 m/s change in the same direction as the initial satellite motion, (b) the same change in velocity, with motion with respect to the master satellite, (c) relative motion for 1 m/s change in velocity in the direction opposite to the master satellite motion.

Figure 2. Motion for the case of a transversal change of velocity (a) with respect to the Earth for the 1 m/s change in the upward direction, (b) the same change in velocity, with motion with respect to the master satellite, (c) relative motion for the 1 m/s change in the downward direction.

Figure 2. Motion for the case of a transversal change of velocity (a) with respect to the Earth for the 1 m/s change in the upward direction, (b) the same change in velocity, with motion with respect to the master satellite, (c) relative motion for the 1 m/s change in the downward direction.

Figure 3. Variables for Equation (6) .

Figure 3. Variables for Equation (6) .

Figure 4. s 1 = 01.

Figure 4. s 1 = 01.

Figure 5. s 2 = 0.2.

Figure 5. s 2 = 0.2.

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