期刊文献+

正交小波变换的快速算法在心电QRS波检测中的应用 被引量:10

Detection of ECG QRS Wave Using Fast Arithmetic of Orthogonal Wavelet Transforms
下载PDF
导出
摘要 目的:研究基于小波变换的心电QRS波检测的准确率、抗干扰性和实时性,论证其在实际工程应用中的可行性。方法:作者在比较了不同小波基的检测准确率之后,采用一种基于三次B样条小波变换的心电QRS波检测算法,利用离散正交二进小波的快速算法-Mallat算法进行分解滤波,再利用小波变换与信号奇异点的关系,在23尺度下识别R波峰值,在21尺度上检测QRS波的起点和终点,QRS波的起点和终点对应于小波变换的一对符号相反的模极大值,R波的峰点对应于介于这对模极大值之间的小波变换过零点,并用美国MIT/BIH心电标准数据库分析该算法的准确率、抗干扰性和实时性。结果:该方法具有比较理想的检测准确率,在99%以上;对肌电、工频、基漂等常见的心电信号干扰有较好的容限度,即使心电序列伴有严重的基漂和高频、工频、肌电等干扰,也不影响QRS波的检测;此外,三次B样条小波基的滤波器个数少,提高了运算速度,采样11.4s的数据进行分析,耗时为0.2s^0.3s,实时效果较明显。结论:可以满足实际工程应用的需要。 Objective: Research the veracity,anti-jamming and real time of ECG QRS detection based on wavelet transform, demonstrate the feasibility of application to real project. Method: After comparing the different veracity of wavelet detective, we adopt a QRS wave detection arithmetic based on 3-order B-Spline wavelet transforms. In the processing, we use the fast arithmetic of discrete binary wavelet transforms-Mallat arithmetic. After detecting the peak of R wave in scale 2^3, using the relationship between wavelet transforms and signal singularity point, we detect the begin and the end of QRS wave in scale 2^1. The begin and the end of QRS wave correspond to a pair of modulus maxima with opposite sign, the R wave correspond to the zero-crossing of wavelet transform between this pair of modulus maxima. In the end, we analyse the veracity ,the ability of anti-jamming and the rate of this arithmetic through American MIT/BIH ECG database. Result: This method has a relatively high detective veracity, upwards of 99%. This method has a high tolerance to familiar ECG signal disturbance like electromyography,industrial frequency,base-line excursion. It would not influence the detection of QRS even the ECG sequence with serious base-line excursion,high frequency,industrial frequency and electromyography disturbanc. Besides, 3-order B-Spline wavelet filter has a small quantity of coefficient, that improve the calculate speed. It takes 0.2 s-0.3 s to analyse 11.4 seconds long sampling data, and it's real time effect is quite evidence. Conclusion: The characteristic of this arithmetic can satisfy the application in real project.
出处 《中国医学物理学杂志》 CSCD 2008年第6期903-906,910,共5页 Chinese Journal of Medical Physics
基金 南京市政府科技计划项目(200701032)
关键词 小波变换 QRS波检测 抗干扰 wavelet transforms QRS wave detecting anti-jamming
  • 相关文献

参考文献11

二级参考文献20

  • 1陈志奎,徐铭陶,秦树人,汤宝平.工程信号中的小波采样与小波分析[J].重庆大学学报(自然科学版),1996,19(5):1-9. 被引量:11
  • 2郑崇勋 骆京安 等.基于小波变换的运动心电信号云噪方法研究[J].第四军医大学学报,2000,21(5):34-37.
  • 3Murthy ISN. Analysis of ECG from polezero models. IEEE TRANS on BME.1992, 39(7):741.
  • 4Cuiwei Li, et al. Detection of ECG Characteristic Points Using' Wavelet Transform.IEEE TRANSACTION ON BIOMEDICAL ENGINEERING, 1995, 45(1),.
  • 5J.S.Sahambi. Using Wavelet Tranforms for ECG Characterization. IEEE ENGINEERING IN MEDICINE AND BIOLOGY January/February 1997, 80.
  • 6Hamilton PS. Quantitative Investigation of QRS Detection Rules Using MIT BIH Arrhythmia Database, IEEE Transaction on Biomedical Engg. VoI,BME-33,Dec. 1986.
  • 7Skordalakis E. Syntactic ECG Processing: A review. Pattern recognition.1986; 19(4):5.
  • 8Cuiwei L, et al. Detection of ECG characterisitc points using wavelet transforms .IEEE Tran on Biomedical Eng.,1995,42(1):22 - 28.
  • 9Mallat S. Theory for multiresolution signal decomposition:The wavelet representation .IEEE Tans.on Pami.,1989,11(11) : 674-680.
  • 10Li Cuiwei,IEEE Trans Biomed Eng,1995年,42卷,1期

共引文献76

同被引文献60

引证文献10

二级引证文献25

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部