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Block Decoupling of Linear Systems by Static-State Feedback

机译:静态反馈的线性系统块解耦

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A solution is presented to a long-standing open problem of linear control theory, the block decoupling by static-state feedback. The problem was introduced in 1970 and all past solutions were obtained under restrictive assumptions on system, block structure, and decoupling feedback. The present formulation avoids any restrictive hypotheses. The key notion is that of the block interactor. The existence of decoupling feedback is conditioned by system invariants with respect to the permissible transformations. A block decoupling algorithm is presented, which permits to determine the sizes of the smallest diagonal blocks attainable.
机译:提出了一个长期存在的线性控制理论的解决方案,即通过静态反馈进行块解耦。该问题于1970年引入,所有过去的解决方案都是在系统,块结构和去耦反馈的严格假设下获得的。本表述避免了任何限制性假设。关键概念是块交互器的概念。解耦反馈的存在取决于系统对于允许的变换的不变性。提出了一种块解耦算法,该算法允许确定可获得的最小对角线块的大小。

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