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Optimal control for large-scale interconnected discrete-time systems with uncertain parameter using singular perturbation methods

机译:具有奇异摄动方法的不确定参数大型互联离散系统的最优控制

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摘要

A two-time-scale large-scale discrete-time system with an uncertain parameter is considered. It is assumed that a specific structure of m-1 lower level 'fast' subsystems is interconnected through the dynamics of a higher level 'slow' subsystem. Near-optimal solutions are obtained, such that not only is the given cost functional minimized, but also the sensitivity of the interconnected system with respect to the uncertain parameter is reduced.
机译:考虑具有不确定参数的两尺度大规模离散时间系统。假定m-1个较低级别的“快速”子系统的特定结构是通过较高级别的“慢速”子系统的动力学互连的。获得了接近最佳的解决方案,从而不仅使给定的成本函数最小化,而且降低了互连系统相对于不确定参数的灵敏度。

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