发明授权
EP1178855B1 MONITORING APPARATUS USING WAVELET TRANSFORMS FOR THE ANALYSIS OF HEART RHYTHMS 有权
监控设备与使用小波HERZRRHYTHMUSANALYSE

  • 专利标题: MONITORING APPARATUS USING WAVELET TRANSFORMS FOR THE ANALYSIS OF HEART RHYTHMS
  • 专利标题(中): 监控设备与使用小波HERZRRHYTHMUSANALYSE
  • 申请号: EP00928905.9
    申请日: 2000-05-08
  • 公开(公告)号: EP1178855B1
    公开(公告)日: 2006-08-02
  • 发明人: GILLBERG, Jeffrey, M.KOYRAKH, Lev, A.
  • 申请人: MEDTRONIC, INC.
  • 申请人地址: 710 Medtronic Parkway Minneapolis, Minnesota 55432-5604 US
  • 专利权人: MEDTRONIC, INC.
  • 当前专利权人: MEDTRONIC, INC.
  • 当前专利权人地址: 710 Medtronic Parkway Minneapolis, Minnesota 55432-5604 US
  • 代理机构: Hughes, Andrea Michelle
  • 优先权: US133739P 19990512; US566477 20000508
  • 国际公布: WO2000069517 20001123
  • 主分类号: A61N1/362
  • IPC分类号: A61N1/362 G06F17/00
MONITORING APPARATUS USING WAVELET TRANSFORMS FOR THE ANALYSIS OF HEART RHYTHMS
摘要:
A device for monitoring heart rhythms. The device is provided with an amplifier for receiving electrogram signals, a memory for storing digitized electrogram segments including signals indicative of depolarizations of a chamber or chamber of a patient's heart and a microprocessor and associated software for transforming analyzing the digitized signals. The digitized signals are analyzed by first transforming the signals into signal wavelet coefficients using a wavelet transform. The higher amplitude ones of the signal wavelet coefficients are identified and the higher amplitude ones of the signal wavelet coefficients are compared with a corresponding set of template wavelet coefficients derived from signals indicative of a heart depolarization of known type. The digitized signals may be transformed using a Haar wavelet transform to obtain the signal wavelet coefficients, and the transformed signals may be filtered by deleting lower amplitude ones of the signal wavelet coefficients. The transformed signals may be compared by ordering the signal and template wavelet coefficients by absolute amplitude and comparing the orders of the signal and template wavelet coefficients. Alternatively, the transformed signals may be compared by calculating distances between the signal and wavelet coefficients. In preferred embodiments the Haar transform may be a simplified transform which also emphasizes the signal contribution of the wider wavelet coefficients.
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