控制理论与应用2021，Vol.38Issue(3)：373-379,7.DOI:10.7641/CTA.2020.20095
干扰与控制非同位一维薛定谔方程的输出跟踪
Output tracking for one-dimensional Schr(o)dinger equation with boundary control unmatched disturbance
摘要
Abstract
This paper considers the output tracking for one-dimensional Schr(o)dinger equation with disturbance via non-collocated boundary control. Firstly, we design an infinite-dimensional disturbance estimator to estimate the disturbance by virtue of the output and infinite structure of the system. Secondly, the adaptive servomechanism is designed to achieve the performance output tracking and the tracking error(u)(1, t)∈L2(0,∞) and all the internal-loops are bounded. Finally, we present some numerical simulations to illustrate the effectiveness of the proposed scheme.关键词
边界控制/干扰/输出跟踪/薛定谔方程Key words
boundary control/disturbance/output tracking/Schr(o)dinger equation引用本文复制引用
张小英,冯红银萍..干扰与控制非同位一维薛定谔方程的输出跟踪[J].控制理论与应用,2021,38(3):373-379,7.基金项目
Supported by the National Natural Science Foundation of China(61873153),the Youth Science and Technology Research of Shanxi Province(201801D221013)and the Science and Technology Innovation Fund Project of Shanxi Agricultural University(2017ZZ06). （61873153）
