Flexible satellite attitude control method based on three-stage path planning
A technology of path planning and satellite attitude, which is applied in attitude control, space navigation equipment, space navigation aircraft, etc., can solve problems such as the difficulty in designing attitude maneuver control laws, and achieve the effect of expanding the realization of rapid maneuvering
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specific Embodiment approach 1
[0024] Specific implementation mode 1. Combination Figure 1 to Figure 6 Describe this embodiment, a flexible and agile satellite attitude maneuver rolling optimization control method, the method is implemented by the following steps:
[0025] Step A: Set the reference reference coordinate system, establish the satellite attitude dynamics and kinematics equations with flexible attachments with the pyramid configuration CMG group as the actuator, and establish the vibration dynamics equation of the flexible attachments under the modal coordinate system; By defining new state variables, a nonlinear state-space equation for predicting future satellite attitude information is established;
[0026] Step B: According to the satellite attitude information measured at the current moment, the satellite attitude information in the predicted time domain is predicted through the discretized nonlinear state space equation, and the satellite attitude prediction output equation is establishe...
specific Embodiment approach 2
[0031] Specific embodiment two, combine Figure 1 to Figure 6 Describe this implementation mode, this implementation mode is an embodiment of a flexible and agile satellite attitude maneuver rolling optimization control method described in the first specific implementation mode, and its specific process is:
[0032] 1. Taking the inertial coordinate system as the reference coordinate system, the attitude dynamic equation is established as:
[0033]
[0034] In the formula, J s is the moment of inertia matrix of the satellite, w is the three-axis attitude angular velocity of the star, σ is the rigid-flexible coupling matrix between the flexible attachment and the star, η is the displacement of the flexible attachment in the modal coordinate system, H CMG is the triaxial angular momentum of the pyramid configuration CMG group, T d is the spatial disturbance moment. The control torque of the CMG group is where [w×] is expressed as:
[0035]
[0036] set theta x ,θ y...
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