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Controllability and minimum energy control of fractional systems

机译:分数系统的可控性和最小能量控制

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The main purpose of the paper is to discuss controllability problem for fractional systems. Also, the minimum energy control problem of infinite-dimensional fractional-discrete time linear systems is addressed. Moreover, the necessary and sufficient conditions for the exact controllability of the system are established. Sufficient conditions for the solvability of the minimum energy control of the infinite-dimensional fractional discrete-time systems are given. Finally, a procedure for computation of the optimal sequence of inputs minimizing the quadratic performance index is proposed.
机译:本文的主要目的是讨论分数系统的可控性问题。而且,解决了无限维分数离散时间线性系统的最小能量控制问题。此外,为系统的精确可控性建立了必要和充分的条件。给出了无穷维分数离散系统最小能量控制可解性的充分条件。最后,提出了一种计算最佳输入序列的方法,该输入序列使二次性能指标最小。

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