A flexible satellite attitude-orbit coupling control method based on isolation margin method and pulse width fusion strategy
A technology for flexible satellites and isolation margins, which is applied in the direction of aerospace vehicle guidance devices, etc., and can solve problems such as failure to consider isolation margins, loss, and uncontrollable flywheels
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specific Embodiment approach 1
[0068] Specific implementation manner 1: A flexible satellite attitude orbit coupling control method based on the isolation margin method and the pulse width fusion strategy of this embodiment is specifically prepared according to the following steps:
[0069] Step 1. According to the geocentric inertial coordinate system (Oi, Xi, Yi, Zi) (ECI) such as Figure 21 , The satellite body coordinate system (Ob, Xb, Yb, Zb) such as Figure 14 、Satellite layout coordinate system (O1, X1, Y1, Z1) (the origin is taken at the geometric center of the separating plane of the star and the arrow, the O1Z1 axis is in the separating plane of the star and the arrow, pointing vertically to the ground; the O1, Y1 axis is perpendicular to the separating plane of the star and arrow , Pointing to the payload bay; the O1X1 axis and the other two axes form the right-hand rule), and considering the various types of flexible satellite attitudes and various types of interference moments affecting the flexibl...
specific Embodiment approach 2
[0080] Specific embodiment two: This embodiment is different from the specific embodiment one in that the interference torque of the rotating part described in step one is as follows: Figure 16 with Figure 17 for:
[0081]
[0082] ω wby Indicates the speed of the rotating part, I wby Is the component of the inertia matrix of the rotating part relative to the origin; the disturbance moment T of the rotating part wb T wbx , T wby , T wbz Are the components on the corresponding x, y, and z axes;
[0083] The internal interference torque formula of the interference torque caused by the unlocking of the pyrotechnic device on the body is as follows Figure 18 ;
[0084]
[0085] ω wbz Indicates the rotating speed of the pyrotechnic device, I wbz Is the component of the inertia matrix of the pyrotechnic device relative to the origin;
[0086] The separation moment of the separating body includes the separation interference moment of the small satellite such as Figure 19 Separate t...
specific Embodiment approach 3
[0087] Specific embodiment three: This embodiment is different from specific embodiment one or two in that the specific process of establishing a dynamic model with windsurfing locked and uncontrolled by the satellite in step one is:
[0088] (1) Establish the satellite attitude dynamic equation with flexible solar panel attachment as:
[0089]
[0090] among them,
[0091] Modal coordinates of windsurfing board A;
[0092] Angular velocity of windsurfing board A;
[0093] R sa : Is the dyadic coupling inertia between the rotation of the windsurfing board and the rotation of the entire star;
[0094] F s : Is the rotation coupling coefficient matrix of windsurfing board A vibration to the whole satellite relative to the satellite system;
[0095] R as : Is the dyadic coupling inertia between the rotation of the entire star and the rotation of the windsurfing board;
[0096] F A : Is the coupling coefficient matrix of the vibration of windsurfing board A to the rotation of windsurfing ...
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