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局域均值分解在MEMS陀螺随机误差消噪上的应用 被引量:3

Random Error Filtering Based on Local Mean Decomposition for MEMS Gyro
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摘要 针对标准Kalman滤波需要建立准确的系统模型、小波阈值降噪对小波基和阈值的选取依赖于经验的不足,将局域均值分解(LMD)方法引入MEMS陀螺的随机误差滤波。该方法可自适应地将随机误差信号分解为若干PF分量之和,且对各分量进行小波降噪处理,将处理后的各分量相加得到降噪信号。实验分析表明该滤波方法效果明显。 The standard Kalman filter needs exact system model, and the choosing of wavelet base and threshold in wavelet threshold de-noising is dependent on the experience. Taking the problems into consideration,we proposed a new filtering method based on Local Mean Decomposition (LMD). Random error signal was decomposed to several Production Function (PF) adaptively, and wavelet de-nosing was made to some given frequency PF that contained noises. Each PF after processing can be reconstructed to obtain the de-noised signal. The experiment shows that wavelet threshold de-noising based on LMD has
出处 《电光与控制》 北大核心 2011年第12期49-51,74,共4页 Electronics Optics & Control
关键词 MEMS陀螺 局域均值分解 小波去噪 MEMS gyro local mean decomposition wavelet de-noising
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