期刊文献+

基于新步长调整函数的正交小波变换自适应滤波方法

Orthogonal Wavelet Transform Adaptive De-Noising Method Based on New Step Adjustment Function
下载PDF
导出
摘要 研究一种基于新的步长调整函数的正交小波变换最小均方自适应滤波算法,阐述了基于正交小波变换的自适应滤波原理,解释了正交小波变换能够提高算法收敛速度的原因。将一种新的步长调整函数应用于正交小波变换最小均方自适应滤波系统,通过模型识别检验了算法的收敛速度和稳态误差。使用该方法进行体震信号的自适应滤波,获得了更快的收敛速度和更好的滤波效果。 A minimum mean square adaptive filtering algorithm based on the new step adjustment function of orthogonal wavelet transform was studied.The adaptive wavelet filtering method of orthogonal wavelet transform was expounded,and the reason why orthogonal wavelet transform can improve the convergence speed of the algorithm was explained.A new step adjustment function was applied to the least mean square adaptive filtering system based on orthogonal wavelet transform.The convergence speed and steady state error of the algorithm were tested by model recognition.The method was used to adaptively filtering the body vibration signal,a faster convergence speed and better filtering effect were achieved.
作者 金晶晶 JIN Jingjing(China Electronics Technology Group Corporation No.47 Research Institute,Shenyang 110032,China)
出处 《电子与封装》 2019年第9期24-27,共4页 Electronics & Packaging
关键词 正交小波变换 最小均方 自适应滤波 体震信号 orthogonal wavelet transform least mean square adaptive filtering body vibration signal
  • 相关文献

参考文献6

二级参考文献33

  • 1Starr I, Wood E C. Twenty years studies with the ballistocardiograph, the relation between the amplitude of the fist record of 'health' adults and eventual mortality and morbidity from heart disease [J ]. Circulation, 1961,23: 714-732.
  • 2Jansen B, Larson H, Shankar K. Monitor of the ballistocardiogram with the static charge sensitive bed[J]. IEEE Transactions on Biomedical Engineering, 1991,38 (8) :748 - 751.
  • 3Junnila S, Akhbardeh A, Bama L C, et al. A wireless ballistocardiographic chair [ C ] //Proceedings of the 28th Annual International Conference of the IEEE EMBS. New York: IEEE, 2006:5932 - 5936.
  • 4Alametsa J, Varri A, Viik J, et al. Ballistocardiographic studies with acceleration and electromechanical film sensors [J ]. Medical Engineering and Physics, 2009, 31 : 1154 - 1165.
  • 5Nie Y, Shi W, Yi S. Analysis of chaotic system characters based on time-frequency distribution [ C ]// Proc of 6th WCICA. Dalian, 2006 : 4842 - 4845.
  • 6Faes L, Chon K H, Nollo G, et al. A method for the time- varying nonlinear prediction of complex nonstationary biomedical signals [ J ]. Biomedical Engineering, 2009, 56 (2):205 - 209.
  • 7Chonka A, Singh J, Zhou L, et al. Chaos theory based detection against network mimicking DDos attacks [ J ]. Communications Letters, 2009,13(9) :717 - 719.
  • 8Jimenez A, Tang S, Chen R, et al. Chaos control in Duffing system using impulsive parametric perturbations[J ]. Circuits and Systems, 2010,57(4) :305 - 309.
  • 9Alrner S, Jonsson U. Dynamic phasor analysis of periodic systems[ J ]. Automatic Control, 2009, 54 ( 8 ) : 2007 - 2012.
  • 10罗伟承,刘大全.BGA/CSP和倒装焊芯片面积阵列封装技术[J].中国集成电路,2009,18(2):49-55. 被引量:17

共引文献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