Abstract
When aircraft is laterally controlled, actuator failure may cause matched/unmatched uncertainties. In order to deal with the uncertainty, a fault-tolerant controller is designed by using L1 adaptive control method. An aircraft lateral model was established by considering faults and disturbances, the effects of the uncertainty and interference were counteracted by using L1 adaptive controller in order to ensure the rapid adaptation and robustness, and then the stability and transient performance of the closed-loop system were proven through Lyapunov method. In the case of multiplicative fault, additive fault and stuck fault, the uncertainties of model parameter were added to simulate simultaneously. Simulation results showed that the present control method in both single-fault mode and hybrid-failure mode could ensure the uniform bounded control signal and parameter estimation, effectively eliminates the effect of the faults and had the good fault tolerance and robustness.
Highlights
数,Clβ ,Cnβ 为静稳定性导数,Clp,Cnr 为阻尼导数, Clr,Cnp 为交 叉 动 导 数,Clδa ,Cnδa ,Clδr,Cnδr 为操纵导数,CYβ ,CYp,CYr 为侧力导数。
In or⁃ der to deal with the uncertainty, a fault⁃tolerant controller is designed by using L1 adaptive control method
An air⁃ craft lateral model was established by considering faults and disturbances, the effects of the uncertainty and interfer⁃ ence were counteracted by using L1 adaptive controller in order to ensure the rapid adaptation and robustness, and the stability and transient performance of the closed⁃loop system were proven through Lyapunov method
Summary
数,Clβ ,Cnβ 为静稳定性导数,Clp,Cnr 为阻尼导数, Clr,Cnp 为交 叉 动 导 数,Clδa ,Cnδa ,Clδr,Cnδr 为操纵导数,CYβ ,CYp,CYr 为侧力导数。 Dfmx( δ) ,dfumx( δ) ,dfmt( δ) ,d ( fumt δ) 使得非线性函数 的偏导数是分段连续有界的,即 Ìïx^ = Amx^ + Bm( ω^ uad + θ^ 1 ‖x‖L∞ + δ^ 1 ) + Γδ1 proj( δ^ 1 ,( xTPBm) T) ,δ^ 1(0)
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More From: Xibei Gongye Daxue Xuebao/Journal of Northwestern Polytechnical University
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