Control method and system of electro-hydrostatic actuator
An electro-hydrostatic actuation and control method technology, applied in general control systems, control/regulation systems, adaptive control, etc., can solve problems such as differential explosion control accuracy
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Embodiment 1
[0119] figure 1 It is a method flowchart of the control method of the electrostatic fluid actuator according to Embodiment 1 of the present invention.
[0120] see figure 1 , the control method of the electrostatic fluid actuator, comprising:
[0121] Step 101: Construct a dynamic model of the electrohydrostatic actuator.
[0122] The electrohydrostatic actuator includes a motor, a pump, and an actuator; the motor is used to drive the pump to change the pressure of the hydraulic cylinder, which in turn drives the actuator.
[0123] Step 101 specifically includes:
[0124] Using the brushless DC motor as the motor of the electrohydrostatic actuator, the potential balance equation of the motor is established:
[0125]
[0126] where u e is the motor control voltage; i e is the motor current; K e is the back electromotive force coefficient of the motor; ω e is the motor speed; R e is the motor armature resistance; L e is the motor armature inductance, for i e The ...
Embodiment 2
[0170] This embodiment 2 is a more specific embodiment relative to embodiment 1.
[0171] Basic theory:
[0172] L 2 and L ∞ Stability Theoretical Basis:
[0173] Lebesgue space (Lebesgue space) has the following definition:
[0174] Definition 1: Lebesguespace, with L p Represents and p is a positive integer, its measurable and integrable function f(t) satisfies:
[0175]
[0176] Consider two special cases:
[0177] (a) A Lebesgue measurable function f(t) belongs to L 2 if and only if
[0178] (b) A Lebesgue measurable function f(t) belongs to L ∞ if and only if
[0179] L 2 is a second-order Lebesgue space, L ∞ is a Lebesgue space of infinite order.
[0180] The following three lemmas can prove that L 2 and L ∞ stability
[0181] Lemma 1: Consider a nonnegative differentiable function ξ(t) defined as
[0182]
[0183] Among them, a i >0 and n≥1. If the differential of ξ(t) with respect to time is Lebesgue integrable and
[0184]
[0185] Amon...
Embodiment 3
[0377] This embodiment 3 discloses a control system of an electrostatic fluid actuator, including:
[0378] A dynamic model building block for constructing a dynamic model of an electrohydrostatic actuator;
[0379] A system division module is used for system division of the electrostatic fluid actuator according to the energy conversion process to obtain multiple subsystems;
[0380] A control law determination module, used to determine the control laws of each subsystem based on the dynamic model;
[0381] The control module is used for controlling the electrostatic fluid actuator according to the control law of each subsystem.
[0382] Optionally, the electrohydrostatic actuator includes a motor, a pump, and an actuator; the motor is used to drive the pump to change the pressure of the hydraulic cylinder, and then drive the actuator;
[0383] Kinetic model building blocks include:
[0384] The potential balance equation establishment unit is used to establish the potenti...
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Abstract
Description
Claims
Application Information
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