Hendra G. Harno

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provided it is not made publicly available until 12 months after publication. Abstract The small size, extensively dispersed and decentralized, and high penetration level of renewable energy sources in the future smart grids make the application of conventional optimal power flow (OPF) neither practical nor economical. In this paper, a practical approach is(More)
This paper presents a procedure to synthesize a decentralized coherent robust H<sup>&#x221E;</sup> quantum controller for a class of large-scale uncertain linear complex quantum stochastic systems with a norm-bounded unstructured uncertainty. The H<sup>&#x221E;</sup> control objective is to obtain a strictly bounded real closed loop uncertain quantum system(More)
We present a systematic method to synthesize a decentralized coherent quantum robust H ∞ controller for a class of large-scale linear complex quantum stochastic systems with norm-bounded structured uncertainties. The H ∞ control objective is to obtain a closed loop uncertain quantum system, which is strict bounded real with a specified disturbance(More)
We present a systematic method to synthesize a coherent quantum robust H ∞ controller for a class of linear complex quantum stochastic systems, which is defined only in terms of annihilation operators, with norm-bounded structured uncertainties. This controller is required to be stable and strict bounded real in order to be physically realizable. The main(More)
This paper presents a new approach to address a passive fault-tolerant control problem for a linear uncertain system via a reliable state feedback robust H&#x221E; controller. System uncertainties are structured and required to satisfy integral quadratic constraints. A solution to this control problem involves solving a parameterized Riccati inequality to(More)
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