📄 spectrum.m
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function [A,f] = spectrum(t,x,fmax,Tstart,Tstop);
% function [A] = spectrum(t,x,fmax,Tstart,Tstop);
%
% Calculates discrete fourier transform X for signal x(t)
% Extracts Fourier coefficients a and b from transform X
% Converts to A(k)*cos(w*t + arg(k)), where k = 0,1,2... fmax/50.
%
% Note: Signal don't need to be sampled at equidistant steps
%
% Tstart and Tstop in milliseconds [ms]
dt = 1e-6; % [s]
[xi,ti] = interpolate(x,t,dt,Tstart/1000,Tstop/1000);
N = length(xi);
X = fft(xi); % Get Fourier transform
a = 2*real(X)/N; % Coeffs before cos(2*pi*k*x(n)/(N*dt))
b = 2*imag(X)/N; % Coeffs before sine
Atemp = sqrt(a.^2 + b.^2);
A = Atemp(1:fmax/20+1);
f = [0:20:fmax]';
bar(f,A);
grid;
axis([min(f) max(f) min(A) max(A)]);
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