Constrained equiripple FIR filterSyntax B = firceqrip(n,Fo,DEV) B = firceqrip(...,'slope',r) B = firceqrip('minorder',[Fp Fst],DEV) B = firceqrip(...,'passedge') B = firceqrip(...,'stopedge') B = firceqrip(...,'high') B = firceqrip(...,'min') B = firceqrip(....
b= fircband(n,f,a,s)designs a constrained-band equiripple FIR filter with special properties at certain frequency points specified bys. b= fircband(___,'1')designs a type 1 filter (even-order symmetric). You can also specify type 2 (odd-order symmetric), type 3 (even-order antisymmetr...
Anurag, "Design of nearly perfect reconstructed non- uniform filter bank by constrained equiripple fir technique," Applied Soft Computing, vol. 13, no. 1, pp. 353-360, 2013.Kumar A., Singh G.K. and Anurag S., "Design of nearly perfect reconstructed non-uniform filter bank by constrained...
Anurag, "Design of nearly perfect reconstructed non- uniform filter bank by constrained equiripple fir technique," Applied Soft Computing, vol. 13, no. 1, pp. 353-360, 2013.Design of nearly perfect reconstructed non-uniform filter bank by constrained equiripple FIR technique[J] . A. Kumar,G...
In this paper, a new design algorithm of FIR filters is proposed based on the following two notions in filter design. Firstly, only cutoff frequency is defined without specifying the transition bands. Secondly, equiripple filters and best L2 filters are optimum in terms of the Chebyshev criteria...