利用事件驱动的扰动PMU测量估计系统惯量的两阶段数据驱动算法

Sheng-Huei Lee, Jian-Hong Liu, Bin-Yi Chen, C. Chu
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引用次数: 1

摘要

电力系统的惯性决定了电力系统在短期电力不平衡情况下保持同步的能力。随着系统惯性较小的可再生能源的不断普及,对电力系统惯性的准确估计变得至关重要。为了解决这一难题,本文提出了一种两阶段数据驱动估计算法。首先,将低阶系统频率响应模型与一阶涡轮模型相结合,推导出稳态下频率响应的解析表达式和瞬态振荡分量的解析表达式。在此基础上,提出了一种两阶段估计算法。振荡元件的系统参数可以从PMU测量、信号参数和旋转不变性技术(ESPRIT)中提取。第二阶段采用加权非线性最小二乘法,利用pmu的测频数据和ESPRIT算法估计的参数,同时估计系统惯量、阻尼系数、涡轮时间常数和调节系数。最后,为了验证所提出方法的有效性,将首先对IEEE 39总线系统进行仿真研究。历史PMU测量从台湾电力系统也将进行研究。与其他现有方法的比较研究也证明了该方法的优势。
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A Two-Stage Data-Driven Algorithm to Estimate the System Inertia Utilizing Event-Driven Disturbed PMU Measurements
The power system inertia can determine the ability of power system to keep synchronization in the case of short-term power imbalance. With the increasing penetration of renewable energy resources with less system inertia, accurate estimation of the power system inertia has become critical. To solve this challenging task, a two-stage data-driven estimation algorithm is proposed in this paper. First, analytical expressions of the frequency response under the steady-state and that of transient oscillatory components are derived first by integrating the low-order system frequency response model with the first-order turbine model. Then, based on this new parametric model, a two-stage estimation algorithm is developed. System parameters of oscillatory components can be extracted from PMU measurements, signal parameters, and rotational invariance techniques (ESPRIT) at the first stage. A weighted nonlinear least square approach can be applied at the second stage to estimate the system inertia, damping coefficient, turbine time constant, and regulation coefficient simultaneously by utilizing frequency measurement data from PMUs and parameters estimated from the ESPRIT algorithm. Finally, in order to validate the effectiveness of the proposed method, simulation studies of IEEE 39-bus system will be investigated first. Historical PMU measurements from Taiwan Power Systems will also be studied. Comparison studies with other existing methods are also performed to demonstrate the advantage of the proposed method.
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