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Iterative Linear State Estimation Using a Limited Number of PMU Measurements

机译:使用有限数量的PMU测量迭代线性状态估计

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State estimation (SE) in transmission systems is commonly carried out based on the supervisory control and data acquisition (SCADA) system measurements. The solution involves a recursive process due to the non-linearity of the measurement equations. However, the SCADA-based SE is prone to ill-conditioning which may lead to convergence issues. This paper presents an alternative and computationally robust method which uses primarily SCADA measurements plus a limited number of voltage measurements provided by phasor measurement units (PMUs). This is accomplished by first converting the power flow measurements into equivalent current phasors followed by a linear state estimation solution. Instead of updating the jacobian and gain matrix in each iteration, in this approach, the current phasors will be updated using the estimated phase angles from the previous iteration. Numerical examples will be presented to illustrate the performance of the method when applied to typical power systems.
机译:传输系统中的状态估计(SE)通常基于监督控制和数据采集(SCADA)系统测量来执行。 该解决方案涉及由于测量方程的非线性而导致的递归过程。 然而,基于SCADA的SE容易发生病态,这可能导致收敛问题。 本文介绍了一种替代和计算稳健的方法,主要使用SCADA测量加上Phasor测量单元(PMU)提供的有限数量的电压测量值。 这是通过首先将功率流量测量转换为等效电流相位,然后是线性状态估计解决方案来实现的。 在此方法中,在每次迭代中,在每个迭代中,将使用估计的相位角来更新当前相量,而不是在每个迭代中更新雅各比和增益矩阵。 将提出数值示例以说明当应用于典型电力系统时该方法的性能。

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