CCT computation method based on critical trajectory using simultaneous equations for transient stability analysis

A. Priyadi, N. Yorino, O. Qudsi, M. Purnomo
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引用次数: 6

Abstract

This paper presents a new computation method for determining critical clearing time (CCT) on the transient stability of power system. The critical trajectory is used as the boundary of stability in the CCT determination. This method also uses a modified trapezoidal equation for numerical integration process. Addition feature, simultaneous equations in the Jacobi's matrix will reduce the equation, so that the number of equations equal to the number of variables. This technique will reduce the simulation time for numerical integration process. The results show that the calculation time of proposed method is faster than the previous method. Therefore it is potentially for on line transient stability assessment.
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基于临界轨迹的CCT计算方法,采用联立方程进行暂态稳定分析
提出了一种确定电力系统暂态稳定临界清净时间的新计算方法。在CCT的确定中,将临界轨迹作为稳定边界。该方法还采用改进的梯形方程进行数值积分。加法的特点是,联立方程中的雅可比矩阵会减少方程,使方程的个数等于变量的个数。该方法可以减少数值积分过程的模拟时间。结果表明,该方法的计算速度比传统方法快。因此,它具有在线暂态稳定评价的潜力。
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