A Popov approach to performance analysis and coherent guaranteed cost control for uncertain quantum systems
Chengdi Xiang, Ian R. Petersen, Daoyi Dong
Abstract
Chengdi Xiang, Ian R. Petersen, Daoyi Dong
Abstract
This paper considers a Popov approach to analyze the performance of an uncertain quantum system, which is subjected to quadratic perturbations in the system Hamiltonian. To get improved performance for this quantum system, a coherent guaranteed cost controller is designed by adding a control Hamiltonian. In this case, a performance comparison between the original uncertain quantum system and the uncertain quantum system with added coherent controller is carried out for an illustrative example.
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This paper considers a Popov approach to analyze the performance of an uncertain quantum system, which is subjected to quadratic perturbations in the system Hamiltonian. To get improved performance for this quantum system, a coherent guaranteed cost controller is designed by adding a control Hamiltonian. In this case, a performance comparison between the original uncertain quantum system and the uncertain quantum system with added coherent controller is carried out for an illustrative example.
Key concepts: Quantum, Control theory (sociology), Hamiltonian (control theory), Quantum system, Quadratic equation, Hamiltonian system, Computer science, Controller (irrigation)