Acceleration compensation control method of suspension floating object follow-up system and mode-selection-based control method of suspension floating object follow-up system
A follow-up system and compensation control technology, applied in the direction of auxiliary non-electric speed/acceleration control, etc., can solve the problems that there is no closed-loop speed and acceleration control method, and the drive controller of the follow-up platform cannot be used directly.
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specific Embodiment approach 1
[0034] Specific Embodiment 1: The acceleration compensation control method of a suspension floating object follower system described in this embodiment, the method includes the following steps:
[0035] Step 1: Set the two mutually perpendicular directions on the horizontal plane of the target body in the suspension floating object servo system as X and Y respectively, and establish the kinematics and dynamics equations of the suspension floating object servo system;
[0036] Step 2: Put α x and alpha y As a state quantity combined with a scaling factor, θ x and θ y As the state quantity combined with the differential coefficient, the ∫α x and ∫α y As a state quantity combined with the integral coefficient, the and As a state quantity combined with the acceleration coefficient;
[0037] According to the kinematics and dynamics equations, the speed and acceleration based controller of the motor in speed control mode is obtained:
[0038] ...
specific Embodiment approach 2
[0041] Specific embodiment 2: This embodiment is a further description of the acceleration compensation control method of a suspended floating object follow-up system described in specific embodiment 1. In this embodiment, the kinematics and dynamics described in step 1 The equation is:
[0042] ( M x + m ) x · · + C x x · + ml θ · · x = ...
specific Embodiment approach 3
[0044] Specific embodiment three: This embodiment is to further explain the acceleration compensation control method of a suspended floating object servo system described in specific embodiment one. In this embodiment, the following method is used in step two to obtain the Speed and acceleration based controller in speed control mode:
[0045] First, the kinematic and dynamic equations are rewritten as and about and The functional form of
[0046] ml θ · · x - F x = - ( M x + m ) ...
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