- #1
d2009
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a) Write a Matlab function, which accepts the following inputs
-a finite set of Fourier series coefficients
-the fundamental period T of the signal to be reconstructed
-a vector t representing the times for which the signal will be reconstructed.
This function should produce an output x[t][/n]( should be a vector x with length equal to the length of t containing values of xn at the times indicated by t.
this is the code i have come up with so far.
function fourier1=f(a,T,t)
fourier1=zeros(length(a),1);
for n=1:length(a)
fourier1(n)=(a(n)*exp((i*(2*pi/T)*n*t)));
end;
-a finite set of Fourier series coefficients
-the fundamental period T of the signal to be reconstructed
-a vector t representing the times for which the signal will be reconstructed.
This function should produce an output x[t][/n]( should be a vector x with length equal to the length of t containing values of xn at the times indicated by t.
this is the code i have come up with so far.
function fourier1=f(a,T,t)
fourier1=zeros(length(a),1);
for n=1:length(a)
fourier1(n)=(a(n)*exp((i*(2*pi/T)*n*t)));
end;
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