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特征结构配置法及其在飞行控制系统设计中的应用
引用本文:耿征,傅道里.特征结构配置法及其在飞行控制系统设计中的应用[J].航空学报,1985,6(2):164-171.
作者姓名:耿征  傅道里
作者单位:南京航空学院 (耿征),南京航空学院(傅道里)
摘    要: 本文研究了状态反馈系统的特征结构配置(Eigenstructure Assignment)问题。文中提出了配置具有多重特征值及复共轭特征值的特征结构的算法。并以某飞行控制系统的设计为例说明了算法的应用;最后还给出了设计方案的数字~模拟计算机仿真实验结果。

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收稿时间:1984-02-25;

EIGENSTRUCTURE ASSIGNMENT AND ITS APPLICATION IN DESIGN OF FLIGHT CONTROL SYSTEM
Gen Zheng,Fu Daoli.EIGENSTRUCTURE ASSIGNMENT AND ITS APPLICATION IN DESIGN OF FLIGHT CONTROL SYSTEM[J].Acta Aeronautica et Astronautica Sinica,1985,6(2):164-171.
Authors:Gen Zheng  Fu Daoli
Institution:Nanjing Aeronautical Institute
Abstract:In this paper the basic concept and algorithm of eigenstructure assignment are extended. In respect of the assigning freedoms of eigenstructure a general conclusion is drawn as follows; for a completely controllable linear time-invariant system, r assigning freedoms of every closed-loop eigenvector or generalized eigenvector are offered by state feedback beyond specification of the set of closed-loop eigenvalues. Succeeding the algorithm assigning the eigenstructure with real distinct eigenvalues described in 3] and 4], two new algorithms are given to assign the eigenstructure with multiple eigenvalues or/and with complex conjugate eignevalues. These algorithms reveal the assigning freedoms of closed-loop eigenvectors or generalized eigenvectors and enable us to assign different classes of eigenstructure with an unified formula so as to avoid the complex number operations and simplify the numerical processing. A numerical example of an aircraft flight control system is presented to illustrate the application of eigenstructure assignment to designing a flight control system, and the diagrams of hybrid simulation based on the results of the above example are also given.The method of eigenstructure assignment in the modern control theory manifests some advantages and potentialities in dealing with the problems related to the analysis and design of multivariable linear time-invariant systems. This method may be developed into a new powerful means of designing multivariable linear system in engineering.
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