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Co-ordinated H infinity control of excitation and governor of hydroturbo-generator sets: a Hamiltonian approach

机译:水轮发电机组的励磁和调速器的协调H无限控制:哈密顿方法

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This paper presents a co-ordinated H-infinity controller design of excitation and governor of hydroturbo-generator sets, which is on the basis of the port-controlled Hamiltonian (PCH) method. Firstly, the dissipative Hamiltonian realization is achieved via static state feedback, and sequentially the Hamiltonian controller is obtained based on the theory of PCH system with dissipation. Such control strategies fully consider the inherent nonlinearities and non-minimum phase characteristic of the system dynamics, including the rigid water-hammer phenomenon. Furthermore, the property of disturbance attenuation of this controller is revealed in the sense of H-infinity. The selection of the disturbance attenuation level and the corresponding feedback gain is discussed as well. Then the effects of control input constraints are analysed, sequentially, applied to design the co-ordinated H-infinity saturating control of the considered system. Finally, digital simulations that performed on a one-machine, infinite-bus (OMIB) system have verified the effectiveness of the proposed co-ordinated controllers. Copyright (C) 2004 John Wiley Sons, Ltd.
机译:本文提出了一种基于端口控制哈密顿量法的水轮发电机组励磁和调速器的协调H∞控制器设计。首先,通过静态反馈实现耗散哈密顿量的实现,然后基于具有耗散的PCH系统的原理,依次获得哈密顿量控制器。这种控制策略充分考虑了系统动力学的固有非线性和非最小相位特性,包括刚性水锤现象。此外,从H-无穷大的意义上揭示了该控制器的干扰衰减特性。还讨论了干扰衰减水平的选择和相应的反馈增益。然后,依次分析控制输入约束的效果,以设计所考虑系统的协调H无限饱和控制。最后,在单机无限总线(OMIB)系统上执行的数字仿真已验证了所提出的协调控制器的有效性。版权所有(C)2004 John Wiley Sons,Ltd.

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