自动化与信息科学期刊
每年出版 12 期
ISSN 打印: 1064-2315
ISSN 在线: 2163-9337
SJR:
0.173
SNIP:
0.588
CiteScore™::
2
Indexed in
Spectral Synthesis in the Problems of Control with Bounded Operators
卷 31,
册 4-5, 1999,
pp. 76-91
DOI: 10.1615/JAutomatInfScien.v31.i4-5.300
摘要
Let A, B, and C be real bounded operators describing the state, input, and output of a linear dynamic control system in Hilbert space. For some classes of those operators, a procedure has been developed of synthesis of a bounded operator K of linear output feedback such that the poles of the resolvent of the operator A + BKC, which defines the state of the closed system, coincide with zeros of any given integer real function of the type
1 + g(μ) = Π (1 − μμi−1, where Σ|μi−1| < ∞
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