2021
DOI: 10.3390/machines9110283
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Sliding Mode Control of Electro-Hydraulic Servo System Based on Optimization of Quantum Particle Swarm Algorithm

Abstract: This paper investigates a sliding mode controller based on quantum particle swarm optimization algorithm (QPSO) to solve the nonlinearity of electro-hydraulic servo systems, external disturbance problems, and jitter of sliding mode controller. The electro-hydraulic servo system state space equations are established, constructing the sliding surface according to the tracking error and obtaining the output of the sliding mode controller. The ITAE metric is used as an adaptation function of the QPSO algorithm to … Show more

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Cited by 12 publications
(6 citation statements)
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“…e dynamic model of the motor servo system is described as follows [46][47][48]: It can be seen from equation (33) that the estimated parameter can be written as θ 1 � (g 2 /J), θ 2 � (g 1 /J), θ 3 � (K c /J), and θ 4 � (b/J). e controller is chosen as PID, in which the parameters are k p � 320, k i � 2.8, k d � 6.1. e parameter estimation results using the developed scheme, WMISG, MGRA, and RLS-MI are shown in Figure 9.…”
Section: Experimentmentioning
confidence: 99%
“…e dynamic model of the motor servo system is described as follows [46][47][48]: It can be seen from equation (33) that the estimated parameter can be written as θ 1 � (g 2 /J), θ 2 � (g 1 /J), θ 3 � (K c /J), and θ 4 � (b/J). e controller is chosen as PID, in which the parameters are k p � 320, k i � 2.8, k d � 6.1. e parameter estimation results using the developed scheme, WMISG, MGRA, and RLS-MI are shown in Figure 9.…”
Section: Experimentmentioning
confidence: 99%
“…As one of the common nonlinear control methods, sliding-mode control, which uses discontinuous control to guide the system state onto a specific sliding-mode surface, has higher applicability in electro-hydraulic servo systems due to its better performance in terms of robustness, response speed, control accuracy, and nonlinear control capability. 11,12 A prescribed performance constraint control method was adopted in electro-hydraulic systems to restrict the tracking position error of the cylinder position to a prescribed accuracy and guaranteed the dynamic and steady position response in a required boundedness under these uncertain nonlinearities. 13 Han et al 14 presented an adaptive sliding-mode controller based on a hydraulic pressure estimator to track desired hydraulic pressure for sensorless electro-hydraulic brake systems.…”
Section: Introductionmentioning
confidence: 99%
“…In comparison, PID control algorithms are widely used in electro-hydraulic servo system control. With the development of artificial intelligence science, the combination of artificial intelligence algorithms [ 31 , 32 , 33 ] and PID control algorithms has become the mainstream trend and Hao et al [ 34 ] proposed an improved particle swarm optimization for the trajectory tracking accuracy problem to optimize the proportional-integral differential (PID) controller coefficients of the PSO algorithm, which obtained high accuracy and fast convergence of the electro-hydraulic servo system; nevertheless, the problem of system lag and slow response exists. Fan [ 35 ] and Ma et al [ 36 ] improved the control performance by improving the objective evaluation function of the PSO algorithm, but the proposed objective evaluation function is too simple for the system performance index requirements, which may be ineffective or inefficient for processing complex signals, and has not been validated and tested in various situations.…”
Section: Introductionmentioning
confidence: 99%