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Transient Stability Analysis of Two-Machine Power Systems

机译:两机电力系统的瞬态稳定性分析

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The ability of bringing the power system to its stable operation after the system being disturbed is one of the most important subjects in power generation and control. A loss of synchronization is the result of instability. The angle of rotor in the generator depends on the mechanical power and electrical power. The output power of synchronous machine is linked to the mechanical torque, which is central to the angle stability of rotor. Therefore, maintaining the synchronization due to a small disturbance is the goal during the power generation. In this paper, an analysis of a two-machine power system with 5 buses is provided. The transient stability of the system is investigated by solving the nonlinear dynamical second order differential swing equations in terms of angle stability during the normal operation and after the fault occurs in order to prevent the transmission line, conductors and insulators. It is suggested that the faulty part is to be isolated rapidly from the rest of the system in order to increase the stability margin and decrease damage. The analysis and simulation of the two machine power system with five buses using Matlab are carried out during this study.
机译:该系统受到干扰后,使电力系统的稳定运行的能力是在发电和控制的最重要的课题之一。同步丢失是不稳定的结果。转子在发电机的角度依赖于机械动力和电力。同步机的输出功率被链接到机械扭矩,这是中央转子的角度稳定性。因此,保持同步由于小扰动是发电过程中的目标。在本文中,提供了一种双机电力系统与5个总线的分析。该系统的暂态稳定性通过在正常操作期间和故障发生时,为了防止传输线,导体和绝缘体之后解决角度稳定性方面的非线性动力学二阶微分摆动方程调查。有人建议,该故障部件被以增加稳定性余量并降低损坏从系统的其余部分分离迅速。两个机系统与利用Matlab 5个总线分析和仿真,在这项研究中进行。

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