Application of low-thrust control in geostationary satellite orbit inclination maintenance
A geostationary and satellite orbit technology, applied in the field of geostationary satellites, can solve problems such as the inability to find trajectory optimization methods, the inability to study small thrust control models, and the inability to formulate orbit keeping strategies
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Embodiment 1
[0088] Embodiment 1: as Figure 1-4 Shown, the present invention provides a kind of technical scheme, a kind of application of small thrust control in geostationary satellite orbit inclination angle maintenance, the speed increment that small thrust thruster produces once switch can be expressed as following formula:
[0089]
[0090] A total of N thrusters are installed on the satellite to complete the orbit control, and the thrust generated by the ith thruster is F i , the inclination angle of the ith thruster in the body coordinate system is γ i , the rotation angle is σ i , the acceleration formula generated by the i-th thruster is:
[0091]
[0092] where Γ represents the installation matrix of the thruster, expressed as:
[0093]
[0094] The thruster system can provide thrust in four directions, assuming that the thrust is F=[F NW f NE f SW f SE ] T , ignoring the coincidence between the orbital coordinate system and the body coordinate system when t...
Embodiment 2
[0164] Embodiment 2: as Figure 1-4 As shown in , a small thrust control is applied in geostationary satellite orbit inclination maintenance, assuming that the start-up time of the corresponding thruster is [t 01 t 02 … t 010 ] T , the shutdown time is [t f1 t f2 … t f10 ] T , the total thruster working time The control objective is to minimize the startup time of the thruster, that is, to select the appropriate startup and shutdown times so that And the satellite inclination vector at the terminal moment meets the management requirements, which is -0.05°≤i≤0.05°.
[0165] According to the above-mentioned technical scheme, the inclination maintenance problem of small thrust is converted into the parameter optimization problem of nonlinear programming of design thruster switching time;
[0166] The satellite improved vernal equinox root at the initial moment is the following formula:
[0167] X(t 0 ) = [p(t 01 ) f(t 01 ) g(t 01 ) h(t 01 ) k(t 01 ) L(t 01 ...
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