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采用改进多分辨率快速S变换的电能质量扰动识别 被引量:42

Power Quality Disturbances Classification With Improved Multiresolution Fast S-transform
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摘要 噪声干扰是影响电能质量暂态扰动识别准确率的最重要因素。经过S变换后获得的扰动信号的模时–频矩阵具有灰度图像特点。因此,可通过二维数学形态学方法,滤除噪声干扰,获得更高的识别准确率。首先,针对扰动信号时–频分布特点,设计具有不同时–频分辨率的多分辨率快速S变换方法以降低运算量、提高特征表现能力;之后,在阈值滤波基础上,根据信号时–频分布特点,选择线段型、零角度结构元进行灰度级形态学开运算,进一步滤除高频频域噪声;最后,从原始信号、信号傅里叶谱、多分辨率快速S变换模矩阵中提取5种特征建立决策树分类器,识别含噪声信号与6种复合扰动信号在内的12种电能质量信号。通过仿真对比实验发现,新方法具有更好的抗噪能力,更加适用于低信噪比环境下的电能质量信号识别。 The noise is the most important factor to affect the recognition accuracy of power quality disturbances. The time-frequency modular matrix obtained from S-transform has the characteristics of gray image. Therefore, the classification accuracy of disturbances can be improved by two-dimensional mathematical morphology de-noising method. Firstly, an improved multi-resolution fast S-transform with different time-frequency resolutions was constructed according to the time-frequency distribution characteristics of modular matrix. It was used to reduce the computation complexity and improve the ability of time-frequency feature presentation. Secondly, morphological open operator with a line type, zero angle structure element was used in the high frequency area of the modular matrix to immune noise affection after threshold filtering. Finally, a decision tree classifier was designed based on five features which were extracted from the original signals, Fourier spectrums of original signals and time-frequency modular matrix of multi-resolution fast S-transform. The new method can recognize the noise signal without disturbances and 12 types of disturbances including 6 types of complex disturbances. The comparison of simulation experiments shows that the new method has better noise immunity and more suitable for disturbances recognition in the noise environments.
出处 《电网技术》 EI CSCD 北大核心 2015年第5期1412-1418,共7页 Power System Technology
基金 国家自然科学基金项目(51307020) 吉林省科技发展计划项目(20150520114JH) 吉林市科技发展计划资助项目(201464052)~~
关键词 电能质量 暂态扰动 数学形态学 开运算 S变换 power quality transient disturbances mathematical morphology open operator S-transform
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