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回复 10楼 songzy41 的帖子
我看了程序之后还是不知道怎么来算,得到的W1和W2是什么啊
function [B,A] = oct3dsgn(Fc,Fs,N);
% OCT3DSGN Design of a one-third-octave filter.
% [B,A] = OCT3DSGN(Fc,Fs,N) designs a digital 1/3-octave filter with
% center frequency Fc for sampling frequency Fs.
% The filter is designed according to the Order-N specification
% of the ANSI S1.1-1986 standard. Default value for N is 3.
% Warning: for meaningful design results, center frequency used
% should preferably be in range Fs/200 < Fc < Fs/5.
% Usage of the filter: Y = FILTER(B,A,X).
%
% Requires the Signal Processing Toolbox.
%
% See also OCT3SPEC, OCTDSGN, OCTSPEC.
% Author: Christophe Couvreur, Faculte Polytechnique de Mons (Belgium)
% couvreur@thor.fpms.ac.be
% Last modification: Aug. 25, 1997, 2:00pm.
% References:
% [1] ANSI S1.1-1986 (ASA 65-1986): Specifications for
% Octave-Band and Fractional-Octave-Band Analog and
% Digital Filters, 1993.
if (nargin > 3) | (nargin < 2)
error('Invalide number of arguments.');
end
if (nargin == 2)
N = 3;
end
if (Fc > 0.88*(Fs/2))
error('Design not possible. Check frequencies.');
end
% Design Butterworth 2Nth-order one-third-octave filter
% Note: BUTTER is based on a bilinear transformation, as suggested in [1].
pi = 3.14159265358979;
f1 = Fc/(2^(1/6));
f2 = Fc*(2^(1/6));
Qr = Fc/(f2-f1);
Qd = (pi/2/N)/(sin(pi/2/N))*Qr;
alpha = (1 + sqrt(1+4*Qd^2))/2/Qd;
W1 = Fc/(Fs/2)/alpha;
W2 = Fc/(Fs/2)*alpha;
[B,A] = butter(N,[W1,W2]); |
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