📄 fseval.m
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function y=fseval(kn,t,wo)
%FSEVAL Fourier Series Function Evaluation.
% FSEVAL(Kn,t,Wo) computes values of a real valued function given
% its complex exponential Fourier series coefficients Kn, at the
% points given in t where the fundamental frequency is Wo rad/s.
% K contains the Fourier coefficients in ascending order:
% Kn = [k k ... k ... k k ]
% -N -N+1 0 N-1 N
% if Wo is not given, Wo=1 is assumed.
% Note: this function creates a matrix of size:
% rows = length(t) and columns = (length(K)-1)/2
% D. Hanselman, University of Maine, Orono, ME 04469
% 2/9/95
% Copyright (c) 1996 by Prentice Hall, Inc.
if nargin==2,wo=1;end
nk=length(kn);
if rem(nk-1,2)|(nk==1)
error('Number of elements in K must be odd and greater than 1')
end
n=0.5*(nk-1); % highest harmonic
nwo=wo*(1:n); % harmonic indices
ko=kn(n+1); % average value
kn=kn(n+2:nk).'; % positive frequency coefs
y=ko+2*(real(exp(j*t(:)*nwo)*kn))';
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