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A Reliable And Fast-decoupled Weighted Least Square State Estimation For Power Systems

机译:电力系统的可靠且快速解耦的加权最小二乘状态估计

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This article presents a new, fast-decoupled WLS SE technique based on modified line flow and voltage magnitude measurements in rectangular coordinates. The measurement equations are rotated by appropriate line admittance angle for zeroing the off-diagonal blocks of the Jacobian matrix and decoupling the SE problem into two sub-problems without making any assumptions on voltage magnitudes, angles, and r/χ ratios. The approach is simple and uses constant sub-Jacobian and gain matrices that need to be factorized only once and is solved similar to the FDSE technique. Test results of the PM on five test systems indicate that the PM is efficient, reliable, accurate, and suitable for on-line applications.
机译:本文介绍了一种新的,快速解耦的WLS SE技术,该技术基于经修改的直角坐标系中的线路流量和电压幅度测量。将测量方程旋转适当的线导纳角,以使Jacobian矩阵的非对角线块归零,并将SE问题解耦为两个子问题,而无需对电压大小,角度和r /χ比率进行任何假设。该方法很简单,使用常数次雅可比和增益矩阵,该矩阵只需分解一次即可解决,类似于FDSE技术。 PM在五个测试系统上的测试结果表明,该PM是高效,可靠,准确的,并且适合在线应用。

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