关于最小分散镇定结构的研究
On the Study of the Minimum Decentralized Stabilization Structures
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摘要: 本文考察线性时不变多变量系统的分散镇定问题,揭示了局部控制站间的通信与消除固 定模间的内在联系,并由此把求最小(最经济)分散可镇定结构问题转化成一个显式的特殊0-1 规划问题,导出了一种求最小分散可镇定结构的有效算法.Abstract: In the paper, the problem of stabilizing a linear time invariant multivariable system by using decentralised control laws is considered. The relation between the cancellation of fixed modes and the information exchange among local control stations is explored. Based on the relation, the problem of determining the minimum (the most economical) decentralised stabilization structure is transformed into the problem of an explicit 0-1 programming, and an efficient algorithm for determining the minimum decentralised stabilization structure is derived.
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Key words:
- Decentralized control /
- large scale svstems /
- linear systems
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