Drive of embedded disturbance estimation compensation algorithm
A driver and algorithm technology, applied in electric controllers, controllers with specific characteristics, etc., can solve the problems of incomplete feedback information and low control accuracy of the linear servo motor drive system, and improve the accuracy and bandwidth of high-speed precision motion control. High, performance-enhancing effects
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Embodiment 1
[0091] The control process targeted by the controller in this embodiment is single-measurement-displacement-single-drive motion control. In this embodiment, the rigid-flexible coupling platform mainly consists of mechanical guide rails, frame rigid bodies, flexible hinges, and working platforms. Set x as the displacement of the working platform, m as the inertia of the working platform, and F as the servo motor acting on the working platform The driving force of , f is the disturbance force of the system, s, v, a are the displacement, velocity and acceleration of motion planning respectively.
[0092] The kinematic response equation of the working platform is:
[0093]
[0094] After disturbance compensation, the dynamic response equation of the working platform is:
[0095]
[0096] In this embodiment, the equivalent dynamic response equation of the working platform obtained by Equation 2 is a frictionless ideal platform. Carry out motion planning for the working plat...
Embodiment 2
[0107] The control process targeted by the controller in this embodiment is single-measurement displacement-velocity single-drive motion control. In this embodiment, the rigid-flexible coupling platform mainly includes mechanical guide rails, frame rigid bodies, flexible hinges, and working platforms. Set x as the displacement of the working platform, is the speed of the working platform, m is the inertia of the working platform, F is the driving force of the servo motor acting on the working platform, f is the disturbance force of the system, s, v, a are the displacement, velocity and acceleration of the motion planning, respectively.
[0108] The kinematic response equation of the working platform is:
[0109]
[0110] After disturbance compensation, the dynamic response equation of the working platform is:
[0111]
[0112] In this embodiment, the equivalent dynamic response equation of the working platform obtained by Equation 7 is a frictionless ideal platform. I...
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