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Domain of stability of ac/dc power systems

机译:交流/直流电源系统的稳定性领域

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The domain of stability (DOS) of a dynamic system is the sub-state space within which the system converges to a stable equilibrium state if the operating point varies because of a disturbance. The cell mapping technique has been widely used to find the DOS of second-order systems. However, there is no generic method reported in the literature for finding the DOS of any system of order greater than two, other than for ac power systems or for ac/dc power systems with dc dynamics omitted. For these two systems, the DOS can be found using the transient energy function (TEF) because a TEF has been available only for ac-dynamics-only systems. The DOS for ac/dc systems with dc dynamics has not been found because a TEF for dc systems with dc dynamics was not available until the authors recently derived one. In this paper, the existing cell mapping technique is improved to find the DOS of systems of order greater than two. This improved cell mapping technique and the recently developed TEF for dc systems have been used to find the domains of stability of ac/dc systems.
机译:动态系统的稳定性(DOS)范围是子状态空间,如果操作点由于干扰而变化,则该子状态空间会收敛到稳定的平衡状态。单元映射技术已被广泛用于查找二阶系统的DOS。但是,除了交流电源系统或省略了直流动态特性的交流/直流电源系统外,文献中没有报告通用方法可找到大于2的任何阶次系统的DOS。对于这两个系统,可以使用瞬态能量函数(TEF)来找到DOS,因为TEF仅适用于纯交流动力学系统。尚未找到具有直流动态特性的ac / dc系统的DOS,因为直到最近作者得出一个用于dc动态特性的dc系统的TEF才可用。在本文中,对现有的单元映射技术进行了改进,以找到大于2的系统的DOS。这种改进的单元映射技术和最近开发的用于直流系统的TEF已用于发现交流/直流系统的稳定性范围。

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