Abstract

Aiming at balancing and positioning of a new electro-hydraulic servo system with iso-actuation configuration, an extended state observer–based fractional order proportional–integral–derivative controller is proposed in this study. To meet the lightweight requirements of heavy barrel weapons with large diameters, an electro-hydraulic servo system with a three-chamber hydraulic cylinder is especially designed. In the electro-hydraulic servo system, the balance chamber of the hydraulic cylinder is used to realize active balancing of the unbalanced forces, while the driving chambers consisting of the upper and lower chambers are adopted for barrel positioning and dynamic compensation of external disturbances. Compared with conventional proportional–integral–derivative controllers, the fractional order proportional–integral–derivative possesses another two adjustable parameters by expanding integer order to arbitrary order calculus, resulting in more flexibility and stronger robustness of the control system. To better compensate for strong external disturbances and system nonlinearities, the extended state observer strategy is further introduced to the fractional order proportional–integral–derivative control system. Numerical simulation and bench test indicate that the extended state observer–based fractional order proportional–integral–derivative significantly outperforms proportional–integral–derivative and fractional order proportional–integral–derivative control systems with better control accuracy and higher system robustness, well demonstrating the feasibility and effectiveness of the proposed extended state observer–based fractional order proportional–integral–derivative control strategy.

Highlights

  • A novel electro-hydraulic servo (EHS) system was designed based on a three-chamber hydraulic cylinder, in which the balancing controller was used to realize active balancing of the inherent gravitational torque, and the positioning controller was adopted to realize tracking control of the barrel

  • The main conclusions were as follows: 1. The numerical simulations show that compared with the conventional integrate order proportional–integral– derivative (PID) control, the Fractional order proportional–integral–derivative (FOPID) control has high robustness against system state changes, that is, system parameter variations

  • When step response is affected by square wave disturbance, the maximum deviation of the extended state observer (ESO)-FOPID control system is only about 16.4% of that of the FOPID control system

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Summary

Introduction

The step response without varying rotational inertia is shown, in which no overshoots are observed for both IOPID and FOPID control systems, and the times for entering the error tolerance ( 6 0:5236 mrad) are 2.58 and 2.55 s, respectively.

Results
Conclusion
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