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A novel cuboid method with particle swarm optimization for real-life noise attenuation from heart sound signals

机译:一种新颖的具有粒子群优化的长方体方法,可从心音信号中实际衰减噪声

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摘要

A novel cuboid method with particle swarm optimization (PSO) is proposed to attenuate real-life noise from heart sound (HS) signals. Firstly, the quasi-cyclic feature of HS is explored. It is found that for each cycle of HS, the fragmental signals at similar time section have similar frequency and energy. Based on this finding, short-time Fourier transform (STFT) is employed to decompose each HS cycle into time-frequency fragments which are called granules. Next, a cuboid is built for each granule to identify and see if it is a constituent of HS or noise. The dimensions of cuboid's length, width, and height are optimized by PSO. An objective function of PSO based on the normalized autocorrelation coefficient is proposed. Then, granules representing HS are retained and merged into noise-quasi-free HS signal. The proposed de-noising method is assessed using mean square error (MSE) and compared with the recently proposed wavelet multi-threshold method (WMTM) and Tang's method. The experimental results show that the proposed method not only filters HS signal effectively but also well retains its pathological information.
机译:提出了一种具有粒子群优化(PSO)的新颖长方体方法,以衰减来自心音(HS)信号的现实生活中的噪声。首先,探讨了HS的准周期特征。可以发现,对于HS的每个周期,相似时间段的碎片信号具有相似的频率和能量。基于此发现,采用短时傅立叶变换(STFT)将每个HS循环分解为称为颗粒的时频片段。接下来,为每个颗粒构建一个长方体,以识别并查看它是否是HS或噪音的组成部分。 PSO优化了长方体的长度,宽度和高度的尺寸。提出了基于归一化自相关系数的粒子群优化算法的目标函数。然后,保留代表HS的颗粒并将其合并为准无噪声HS信号。使用均方误差(MSE)对提出的降噪方法进行评估,并将其与最近提出的小波多阈值方法(WMTM)和Tang's方法进行比较。实验结果表明,该方法不仅可以有效滤除HS信号,而且可以很好地保留其病理信息。

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