Friday, April 22, 2016

Digital Chebyshev Filter Design

 Low pass and High Pass filters were designed with the input parameters As ,Ap pass band frequency and stop band frequency and sampling frequency.The order of the filter was calculated using the given values of attenuation in pass band and stop band, pass band and stop band frequencies and sampling frequency. The normalised and denormalised H(s) was calculated, from which the Transfer Function H(z) was calculated. For HPF there is a pole at +1 and for LPF pole is at -1.

https://drive.google.com/file/d/0B9zlXLFfOipjdzZMa240RU95VG1TUl9xODJVOGtyaHFoME9J/view?usp=sharing

5 comments:

  1. For obtaining h(z) from normalized form s is replaced by( z-1)/(z+1). And then the poler are calculated.

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    1. Yes
      This formula is for transform domain method-BLT.

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  2. This comment has been removed by the author.

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    1. Chebyshev filter because the curves observed in this fliter approaches ideal filter response

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  3. For same specifications, the order of Chebyshev filter is less than that of Butterworth filter, i.e. the number of poles is less in Chebyshev, thus less number of discrete components are required in Chebyshev filter, hence it is preferred

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