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An Improved Algorithm of Wavelet Denoising and Its Application In Bearing Fault Diagnosis

机译:小波去噪的改进算法及其在轴承故障诊断中的应用

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This paper combined advantages of traditional Donoho threshold denoising algorithm and modulus maxima reconstruction denoising algorithm, proposed an improved wavelet denoising algorithm, which not only can filter white noise, but also can filter the residual color noise in low frequency band at the same time, so that it can be precisely' denoised. Decomposing signal by wavelet transform, using the Donoho threshold alogrithm principle to denoise, based on the decomposed signal, according to the. .modulus maxima reconstruction algorithm principle, improve the selection of preset signal power value, then denoising and reconstruct signal. Through the algorithm improvemet, it can be accurately to signal denoising and can overcome the defect of large calculation amount by using modulus maxima algorithm denoising. Through analysis and process the simulation signals and the experimental acquisition vibration signals, the results shows that the improved algorithm denoising effect is better than traditional denoising algorithm.
机译:本文结合传统的Donoho阈值去噪算法和模极大值重构去噪算法的优点,提出了一种改进的小波去噪算法,不仅可以滤除白噪声,还可以同时滤除低频段的残留色噪声,因此可以精确地'去噪。通过小波变换对信号进行分解,利用Donoho阈值对数原理,根据分解后的信号进行去噪。模极大值重构算法原理,改进对预设信号功率值的选择,然后对信号进行去噪和重构。通过算法的改进,可以实现模态信号去噪的精确,克服了使用模极大值算法去噪的计算量大的缺点。通过对仿真信号和实验采集振动信号的分析处理,结果表明改进后的算法去噪效果优于传统的去噪算法。

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