Eigenstructure Assignment of Linear Singular Systems
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摘要: 討論了線性時不變奇異系統經純狀態反饋配置特征結構的問題.在系統是正則未及強能控的前提下,給出了可以配置給定特征結構的充分必要條件.由于采用了構造性方法的證明,當條件滿足時,所需的反饋陣也是容易得到的.研究表明:可配置特征結構的"特征值-(廣義)特征向量"對數不超過陣E的秩.Abstract: The eigenstructure assignment problem of linear time invoriant singlar systems under the pure state feedback is dealt with. In regular bundle and strong controllability conditions, necessary and sufficient condition for the assignment eigenstructure is given.It is using prove of constructive method. It shows that pair number of assignment eigenstructure "eigenvalu-(generalized) eigenvector" is less than or equal to rank of matrix E.
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Key words:
- singlar systems /
- eigen structure /
- state feedback
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