Rotational inertia determination method for satellite attitude control system
A technology of satellite attitude control and moment of inertia, applied in the field of satellite control, can solve the problems of lack of theoretical guidance and methods for analyzing the deviation of moment of inertia
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[0073] Step 1. Consider the uncertainty of the satellite's moment of inertia, and treat the uncertainty item as interference. The establishment of the state space of the satellite attitude control system containing the uncertainty is expressed as:
[0074] x · ( t ) = Ax ( t ) + B w w ( t ) + B u u ( t )
[0075] z(t)=C 1 x(t)+D zw w(t)+D zu u(t)
[0076] y(t)=C 2 x(t)
[0077] Where x(t) is the satellite attitude angular velocity and the satellite attitude angle, w(t) is the vector composed of external interference, measurement noise and moment of inertia uncertainty, u(t) is the output control torque of the actuator, z(t) For H ∞ The control index is a vector related to the system output, and y(t) is the system output vector. A,B w ,B w ,C 1 ,D zw ,D zu ,C 2 Is the parameter matrix.
[0078] Step 2. For the state space expression established in step 1, design the state feedback controller as shown below. The specific...
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