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数学形态学在行波滤波中的应用 被引量:7

Application of mathematical morphology in transmission line fault location
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摘要 行波故障测距需对行波信号进行采样,采样率往往取得较高,易受到各类噪声的影响。为了克服传统方法和小波方法在抑制噪声方面的不足,引入数学形态学理论。在故障行波上模拟噪声,比较形态学和小波变换算法对各种行波噪声干扰的抑制效果。仿真结果证明形态学算法滤除脉冲干扰的优越性明显,滤除白噪声的效果比小波算法略优。 In order to overcome the shortcomings of the traditional method in eliminating the noise of the traveling wave, a novel algorithm named mathematical morphology is introduced. The algorithm aims to improve the filter performance when such a filter is applied to filter random and pulsed noises contained in traveling wave. Mathematical morphology is more effectively compared with wavelet morphology on pulsed noises.
出处 《继电器》 CSCD 北大核心 2005年第17期21-26,共6页 Relay
基金 南京理工大学科研发展基金资助项目
关键词 数学形态学 小波分析 行波 测距 mathematical morphology wavelet analysis traveling wave fault location
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