Event Detection: Qrs-Complexes in Ecg Signals - microLab
Event Detection: Qrs-Complexes in Ecg Signals - microLab
Event Detection: Qrs-Complexes in Ecg Signals - microLab
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BioMedSigProcAnademand on preservation of signal forms calls for l<strong>in</strong>ear-phasefilters, which must be Fir filters. “Integer” filters as we discussthem here are Fir filters with recursive implementations.The slide on the previous page 14 states that our “<strong>in</strong>teger”filters have only coefficients be<strong>in</strong>g 0, ±1, and ±2. This is notthe full truth: The basic blocks that we consider have suchcoefficients, but cascad<strong>in</strong>g these basic blocks leads to additionalcoefficient values, see page 27.Simple Example• transfer function• zerosH(z) =N(z z ) = z 6 z − 1 ≡ 01 − z −61 − z −1 + z −2 = z 6 − 1z 4 (z 2 − z + 1)ˆ=N(z)D(z)❀z z = e j·k·2π/6 , k = 0, 1, . . ., 5 ˆ= 6-th roots of unity❝j❝❝.❝1❝❝zeros: 6-th roots of unityNote that the transfer function of the above example def<strong>in</strong>esa filter that has only coefficients ±1.6 <strong>Event</strong>Det 15 2014