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首页> 外文期刊>Instrumentation and Measurement, IEEE Transactions on >Bandpass Second-Degree Digital-Integrator-Based Power System Frequency Estimation Under Nonsinusoidal Conditions
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Bandpass Second-Degree Digital-Integrator-Based Power System Frequency Estimation Under Nonsinusoidal Conditions

机译:非正弦条件下基于带通二阶数字积分器的电力系统频率估计

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摘要

A novel digital signal processing algorithm for online estimation of the fundamental frequency of the distorted power system signals is presented. The basic algorithm relies on the development of an efficient variance reduction algorithm; and design of a new stable bandpass infinite impulse response (IIR) second-degree digital integrator (SDDI) with reduced approximation error. Compared with the well-established technique such as the enhanced-phase-locked-loop (EPLL) system, the proposed algorithm provides the following: 1) higher degree of immunity and insensitivity to harmonics and noise and 2) faster response during step frequency change. Structural simplicity, wide range of application, controls over speed and accuracy, and parameter robustness are other salient features of the method. The only limitation as compared with the EPLL system is its slower transient response during step change in signal magnitude. Based on simulation studies, performances of the proposed algorithm at different operating conditions have been presented, and its accuracy and response time have been compared with the EPLL systems.
机译:提出了一种新颖的数字信号处理算法,用于在线估计畸变的电力系统信号的基本频率。基本算法依赖于有效的方差减少算法的发展。并设计了一种新的稳定的带通无限冲激响应(IIR)二级数字积分器(SDDI),具有减小的逼近误差。与完善的技术如增强锁相环(EPLL)系统相比,该算法提供以下功能:1)对谐波和噪声的抗扰度和不敏感度更高; 2)步进频率变化期间的响应速度更快。该方法的其他显着特征是结构简单,应用范围广,对速度和精度的控制以及参数的鲁棒性。与EPLL系统相比,唯一的限制是在信号幅值阶跃变化期间其较慢的瞬态响应。在仿真研究的基础上,提出了该算法在不同工况下的性能,并与EPLL系统进行了比较。

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