Digital Chebyshev Filter Design
We designed the Digital Chebyshev Filter using Scilab. Both Chebyshev LPF and HPF have been designed. We have plotted magnitude spectrum just like in case of Butterworth filter design. Ap, As, fp, fs and F have been entered and order of the filter and its transfer function were calculated. But in this case unlike the Butterworth filter plot, ripples were observed in the passband while the stop band was monotonic. The number of transitions in ripples signifies the order of the filter. It was also observed that the order of the filter was less in Chebyshev as compared to Butterworth for the same inputs. Hence Chebyshev filter requires less hardware.
Originally posted at: https://chaitanya33.wordpress.com/2017/04/12/digital-chebyshev-filter-design/
Originally posted at: https://chaitanya33.wordpress.com/2017/04/12/digital-chebyshev-filter-design/
It is easy to find the order of the filter.
ReplyDeleteYes. We can count the ripples to find the order
DeleteThe Chebyshev filter is named after Pafnuty Chebyshev, who developed the polynomials on which the filter design was based.
ReplyDeleteChebyshev is known for his work in the fields of probability, statistics, mechanics, and number theory.
DeleteChebyshev has lesser order, so it is easy to implemet
ReplyDeleteAlso it requires less hardware
DeleteThis comment has been removed by the author.
ReplyDeleteGreat job explaining
ReplyDeleteLess memory required fro storage of
ReplyDeletecoefficients.
The minimum order of chebyshev filter is 2
ReplyDeleteYes because of the presence of ripple
DeleteAnalog to digital filer conversion can also be done by IIM.
ReplyDeleteYes
ReplyDeleteThank you
ReplyDelete