Flexible satellite adaptive neural network sliding mode attitude control method
A flexible satellite and neural network technology, which is applied in the field of flexible satellite adaptive neural network sliding mode attitude control, can solve the problems of flexible satellite attitude fluctuations and reduce system stability, and achieve weakening buffeting, attitude control accuracy and High stability and good robustness
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specific Embodiment approach 1
[0021] Specific embodiment one: a kind of flexible satellite self-adaptive neural network sliding mode attitude control method of this embodiment is specifically prepared according to the following steps:
[0022] Step 1, establishing a satellite attitude model with a moving antenna; establishing a dynamic model of a flexible satellite attitude by using a mixed coordinate method;
[0023] Step 2. According to the attitude dynamics model of the flexible satellite, ignore the high-order coupling items related to the mode in the attitude dynamic equation of the flexible satellite, consider the inertial directional flight of the satellite, and adopt the small angle assumption at the same time to obtain the simplified flexible Satellite attitude dynamic equation;
[0024] Step 3, according to the simplified attitude dynamic equation of the flexible satellite, utilize the RBF neural network to design the sliding mode attitude controller;
[0025] Step 4, further adopting the RBF ne...
specific Embodiment approach 2
[0029] Specific embodiment two: the difference between this embodiment and specific embodiment one is: set up a satellite attitude model with a moving antenna in step one; adopt the hybrid coordinate method to establish a flexible satellite attitude dynamics model specifically as follows:
[0030] (1), the attitude dynamics equation containing two sailboards and a moving antenna has the following form (in the equation (2-1), the first is the rotation equation of the satellite body, and the second is the rotation equation of the antenna):
[0031] I s ω · s + ω s × I s ω s + Σ k ( F sk η · ...
specific Embodiment approach 3
[0038] Specific embodiment three: the difference between this embodiment and specific embodiment one or two is that in step two, according to the dynamic model of the flexible satellite attitude, the high-order coupling items related to the mode in the dynamic equation of the flexible satellite attitude are ignored, Considering the inertial directional flight of the satellite, and adopting the assumption of a small angle, the specific process of the simplified attitude dynamic equation of the flexible satellite is obtained as follows:
[0039] (1) Neglecting the high-order coupling items related to the mode in the dynamic equation of the flexible satellite attitude, the dynamic model of the flexible satellite attitude is simplified as:
[0040] ω · s = F + Gu + D - - - ( 2 - ...
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