[Scilab-users] fourier series and fft

[paul.carrico at free.fr]

dear all 

I'm novice in Fourier series and other and my question is probably naive (sorry for this) => I'm wondering if scilab can directly calculate the Fourier coefficient a0, a_k and b_k ? 


I'm currently doing it "by hand" is order to familiarise myself with it (and I'm looking at the same time to documents on FFT use and rules to refind the 2 natural frequencies of the example here bellow), but it seems I'll need to code the coefficient calculations ... Am I right ? 



Thanks 


Paul 


######################################################################### 
mode ( 0 ) function y = f ( x ) y = 2. * sin ( 2 * %pi * x ) - 3. * cos ( %pi * x ) ; endfunction periode = 2 ; number_of_periodes = 1 ; n = periode * number_of_periodes ; x = [ 0 : %pi / 100 : n ] ' ; y = f ( x ) ; N = size ( x , " * " ) ; scf ( ) plot2d ( x , y ) ; a = fft ( y , - 1 ) ; 
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