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基于小波变换系数自适应阈值法在语音去噪中的应用 总被引:2,自引:0,他引:2
在软阈值去噪算法基础上,根据小波变换后信号与噪音具有的奇异性,提出无偏风险自适应阈值估计算法,并应用于语音信号的去噪处理,实验结果表明该算法的最小均方误差低于其他的去噪算法。 相似文献
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结合模平方的双树复小波变形监测数据滤波 总被引:1,自引:0,他引:1
针对变形监测数据的去噪问题,该文在分析离散小波变换去噪不足的基础上,提出了一种基于模平方的双树复小波变形监测数据滤波方法。该方法利用双树复小波变换的完全重构、近似平移不变性和较好的方向选择性等特点,通过最小尺度空间的小波系数得到噪声强度,并结合模平方处理法确定各层的阈值,经重构阈值处理后的各层小波系数即得到去噪后的信号;经算例,并与传统离散小波变换对比分析。结果表明:双树复小波变换的分解效果优于传统离散小波变换,能较好地表现出细节部分的频率信息,使变形信号的周期性变化特征更为明显。该方法去噪更彻底,进一步提高了消噪的精度和可靠性,可作为变形监测数据降噪处理的新方法。 相似文献
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A Comparison of De-noising Methods for Differential Phase Shift and Associated Rainfall Estimation 下载免费PDF全文
Measured differential phase shift ΦDP is known to be a noisy unstable polarimetric radar variable, such that the quality of ΦDP data has direct impact on specific differential phase shift KDP estimation, and subsequently, the KDP-based rainfall estimation. Over the past decades, many ΦDP de-noising methods have been developed; however, the de-noising effects in these methods and their impact on KDP-based rainfall estimation lack comprehensive comparative analysis. In this study, simulated noisy ΦDP data were generated and de-noised by using several methods such as finite-impulse response(FIR), Kalman, wavelet,traditional mean, and median filters. The biases were compared between KDP from simulated and observedΦDP radial profiles after de-noising by these methods. The results suggest that the complicated FIR, Kalman,and wavelet methods have a better de-noising effect than the traditional methods. After ΦDP was de-noised,the accuracy of the KDP-based rainfall estimation increased significantly based on the analysis of three actual rainfall events. The improvement in estimation was more obvious when KDP was estimated with ΦDP de-noised by Kalman, FIR, and wavelet methods when the average rainfall was heavier than 5 mm h-1.However, the improved estimation was not significant when the precipitation intensity further increased to a rainfall rate beyond 10 mm h-1. The performance of wavelet analysis was found to be the most stable of these filters. 相似文献
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Applications of wavelet analysis in differential propagation phase shift data de-noising 总被引:3,自引:0,他引:3
Using numerical simulation data of the forward differential propagation shift (ΦDP) of polarimetric radar,the principle and performing steps of noise reduction by wavelet analysis are introduced in detail.Profiting from the multiscale analysis,various types of noises can be identified according to their characteristics in different scales,and suppressed in different resolutions by a penalty threshold strategy through which a fixed threshold value is applied,a default threshold strategy through which the threshold value is determined by the noise intensity,or a ΦDP penalty threshold strategy through which a special value is designed for ΦDP de-noising.Then,a hard-or soft-threshold function,depending on the de-noising purpose,is selected to reconstruct the signal.Combining the three noise suppression strategies and the two signal reconstruction functions,and without loss of generality,two schemes are presented to verify the de-noising effect by dbN wavelets:(1) the penalty threshold strategy with the soft threshold function scheme (PSS); (2) the ΦDP penalty threshold strategy with the soft threshold function scheme (PPSS).Furthermore,the wavelet de-noising is compared with the mean,median,Kalman,and finite impulse response (FIR) methods with simulation data and two actual cases.The results suggest that both of the two schemes perform well,especially when ΦDP data are simultaneously polluted by various scales and types of noises.A slight difference is that the PSS method can retain more detail,and the PPSS can smooth the signal more successfully. 相似文献
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小波变换由于其良好的时频分离特性以及接近人类视觉系统的多分辨分析,在SAR图像的去噪和复原中得到了很好的应用,但是经典小波变换不具备平移不变性,且得到的高频分量的方向非常有限.复数小波变换是一种具有近似平移不变性、更多方向选择性且能够完全重构的双数正交小波变换,在图像去噪方面表现出更强的性能.建立了复数小波变换分解与重构的过程,并对分解后的实部和虚部图像的高频部分分别进行局部非线性软阈值法滤波.实验结果显示,复数小波变换较小波变换不仅滤除了更多的噪声,而且得到的图像边缘更加平滑. 相似文献
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多指标融合的小波去噪最佳分解尺度选择方法1 总被引:3,自引:0,他引:3
借助最小均方根误差、信噪比及光滑度变化随小波分解尺度增加的收敛特性,提出了一种多指标融合的小波去噪最佳分解尺度选择方法。该方法利用信息熵来融合小波去噪过程中不同方面的变化特征,能够更全面地反映小波去噪结果与分解尺度间的对应关系;通过定量识别融合指标变化的拐点,能够有效识别小波去噪的最佳分解尺度。针对不同类型的去噪信号进行实验分析并与现有方法进行比较,验证了本文提出方法的有效性与优越性。 相似文献
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基于小波分析中传统的阈值函数,结合其他学者提出的小波阈值函数,提出一种改进的小波阈值函数,并将其应用于变形监测数据的去噪处理。理论分析和算例表明,新的小波阈值去噪函数能够有效去除噪声。 相似文献
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