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ECG Signal Compression Technique Based on Discrete Wavelet Transform and QRS-Complex Estimation

机译:基于离散小波变换和QRS复杂估计的心电信号压缩技术

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In this paper, an Electrocardiogram (ECG) signal is compressed based on discrete wavelet transform (DWT) and QRS-complex estimation. The ECG signal is preprocessed by normalization and mean removal. Then, an error signal is formed as the difference between the preprocessed ECG signal and the estimated QRS-complex waveform. This error signal is wavelet transformed and the resulting wavelet coefficients are thresholded by setting to zero all coefficients that are smaller than certain threshold levels. The threshold levels of all subbands are calculated based on Energy Packing Efficiency (EPE) such that minimum percentage root mean square difference (PRD) and maximum compression ratio (CR) are obtained. The resulted thresholded DWT coefficients are coded using the coding technique given in [1], [20]. The compression algorithm was implemented and tested upon records selected from the MIT - BIH arrhythmia database [2]. Simulation results show that the proposed algorithm leads to high CR associated with low distortion level relative to previously reported compression algorithms [1], [14] and [18]. For example, the compression of record 100 using the proposed algorithm yields to CR = 25.15 associated with PRD = 0.7% and PSNR = 45 dB. This achieves compression rate of nearly 128 bit/sec. The main features of this compression algorithm are the high efficiency, high speed and simplicity in design.
机译:本文基于离散小波变换(DWT)和QRS复数估计对心电图(ECG)信号进行压缩。通过归一化和均值去除对ECG信号进行预处理。然后,将误差信号形成为预处理的ECG信号与估计的QRS复数波形之间的差。该误差信号经过小波变换,并且通过将小于某些阈值水平的所有系数设置为零来对所得的小波系数进行阈值化。基于能量打包效率(EPE)计算所有子带的阈值水平,以便获得最小均方根差(PRD)和最大压缩率(CR)。使用[1],[20]中给出的编码技术对所得的阈值DWT系数进行编码。在从MIT-BIH心律失常数据库[2]中选择的记录上实施并测试了压缩算法。仿真结果表明,相对于先前报道的压缩算法[1],[14]和[18],所提出的算法导致高CR和低失真度。例如,使用提出的算法对记录100进行压缩会导致CR = 25.15,与PRD = 0.7%和PSNR = 45 dB相关。这样可以实现接近128位/秒的压缩率。这种压缩算法的主要特点是高效,高速和设计简单。

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