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Robust LQR Design Method for the Aero-Engine Integral Constant Pressure Drop Control Valve with High Precision
by
Long, Yifu
, Zhao, Wenshuai
, Tian, Linhang
, Wang, Xi
, Zhou, Zhenhua
in
aero-engine fuel servo metering system
/ Aerospace engines
/ Analysis
/ Closed loop systems
/ Closed loops
/ Control theory
/ Control valves
/ Controllers
/ Design parameters
/ Design techniques
/ Design theory
/ Inlet pressure
/ integral constant pressure drop control valve
/ integral controller
/ Methods
/ Pressure drop
/ Robust control
/ robust LQR design method
/ servo tracking without static error
/ Servocontrol
/ Simulation
/ Stabilization
/ stabilizing controller
/ Systems design
/ Systems stability
/ Tracking errors
/ Valves
2023
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Robust LQR Design Method for the Aero-Engine Integral Constant Pressure Drop Control Valve with High Precision
by
Long, Yifu
, Zhao, Wenshuai
, Tian, Linhang
, Wang, Xi
, Zhou, Zhenhua
in
aero-engine fuel servo metering system
/ Aerospace engines
/ Analysis
/ Closed loop systems
/ Closed loops
/ Control theory
/ Control valves
/ Controllers
/ Design parameters
/ Design techniques
/ Design theory
/ Inlet pressure
/ integral constant pressure drop control valve
/ integral controller
/ Methods
/ Pressure drop
/ Robust control
/ robust LQR design method
/ servo tracking without static error
/ Servocontrol
/ Simulation
/ Stabilization
/ stabilizing controller
/ Systems design
/ Systems stability
/ Tracking errors
/ Valves
2023
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
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Robust LQR Design Method for the Aero-Engine Integral Constant Pressure Drop Control Valve with High Precision
by
Long, Yifu
, Zhao, Wenshuai
, Tian, Linhang
, Wang, Xi
, Zhou, Zhenhua
in
aero-engine fuel servo metering system
/ Aerospace engines
/ Analysis
/ Closed loop systems
/ Closed loops
/ Control theory
/ Control valves
/ Controllers
/ Design parameters
/ Design techniques
/ Design theory
/ Inlet pressure
/ integral constant pressure drop control valve
/ integral controller
/ Methods
/ Pressure drop
/ Robust control
/ robust LQR design method
/ servo tracking without static error
/ Servocontrol
/ Simulation
/ Stabilization
/ stabilizing controller
/ Systems design
/ Systems stability
/ Tracking errors
/ Valves
2023
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Robust LQR Design Method for the Aero-Engine Integral Constant Pressure Drop Control Valve with High Precision
Journal Article
Robust LQR Design Method for the Aero-Engine Integral Constant Pressure Drop Control Valve with High Precision
2023
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Overview
The closed-loop constant pressure drop control valve is widely used in aero-engine fuel servo metering systems. However, the available constant pressure drop control valve cannot realize servo tracking without static error and, often, a high proportional gain is used to reduce the static error and improve the servo tracking performance, which reduces the stability margin. In this paper, an integral constant pressure drop control valve is designed, which consists of an integral controller and a stabilizing controller. Moreover, a robust LQR design method is proposed to complete the design task. Firstly, the controlled plant’s state–space model is derived, and the augmented model with tracking error is established based on the robust servo system design theory. Secondly, a servo controller with dual functions of integral control and stabilization control is constructed and decoupled, in which the stabilizing controller guarantees the asymptotic stability as well as the anti-disturbance performance, and the integral controller realizes the servo tracking without static error. Finally, based on the robust LQR design method, two key design parameters, including the integral control gain and the stabilization control gain, are designed to complete the design task. The simulation results indicate that, even when suffering 50 mm2 metered flow area step disturbance and 1 MPa inlet pressure step change, the designed integral constant pressure drop control valve can realize the function of servo tracking without static error. The static error is almost 0, the settling time is within 0.01 s, the overshoot is within 10%, and the phase margin is more than 55°.
Publisher
MDPI AG
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