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Abstraction and control by interconnection of linear systems: A geometric approach

机译:线性系统互连的抽象和控制:几何方法

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We consider the problem of constructing a controller achieving a desired linear specification, based on a linear abstraction system of the plant system. First, we extend the necessary and sufficient conditions for control by interconnection by bisimulation equivalence to the case of non-deterministic linear systems. Then we apply the controller constructed on the basis of the lower-dimensional abstraction system to the original plant system and show that the closed-loop system is simulated by the given specification system. We distinguish between two forms of abstraction of the plant system. In the first one, the set of variables available for controller interconnection remains the same. In the second, more general form, this is not anymore the case, and we show how an adapted form of interconnection of the controller system to the plant system yields the same result. (C) 2017 Elsevier B.V. All rights reserved.
机译:我们考虑基于工厂系统的线性抽象系统构建实现所需线性规范的控制器的问题。 首先,我们通过对非确定性线性系统的情况来延长必要的和充分的控制,以便通过双催化等价互连。 然后,我们将根据较低维抽象系统构造的控制器应用于原始工厂系统,并显示闭环系统由给定的规格系统模拟。 我们区分了植物系统的两种形式的抽象。 在第一个中,可用于控制器互连的一组变量保持不变。 在第二个,更一般的形式中,这不是这种情况,我们展示了控制器系统对工厂系统的适应形式的适应形式产生相同的结果。 (c)2017 Elsevier B.v.保留所有权利。

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