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Compensation law for constrained systems with initial state uncertainty based on piecewise affine function

机译:基于分段仿射功能的初始状态不确定性的约束系统赔偿法

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This paper considers a method for designing a compensation law for constrained linear systems with initial state uncertainty. By introducing a decomposition technique for finite-horizon linear systems, we derive a compensation law that satisfies system constraints under initial state uncertainty of a plant. The compensation law is characterized by a piecewise affine function of the available plant state. A numerical example is presented for illustrating the proposed compensation law.
机译:本文考虑了设计具有初始状态不确定性的约束线性系统的补偿法的方法。通过引入用于有限地平线线性系统的分解技术,我们得出了一种补偿法,该赔偿法在植物的初始状态不确定性下满足系统限制。赔偿法的特点是可用植物状态的分段仿射功能。提出了用于说明所提出的补偿法的数值例子。

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