📄 resamp.m
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function y=resamp(x,Ly)
% y=resamp(x,Ly)
%
% Creates a resampled vector, y, of vector x.
% Ly is the length of y. The original sampling frequency, fx,
% is increased or decreased to fy=fx*Ly/Lx.
%
% When Ly>Lx, the x and y spectra are the same. Interpolation
% is in the frequency domain.
% When Ly<Lx, interpolation is in the time domain.
% See also: resconst
% Check for errors.
[M,N]=size(x);
if Ly<=1, %assure Ly>1
error('In resamp, Ly must be >1.');
elseif M~=1 & N~=1, %assure x is a vector
error('In resamp, x must be a vector');
end
Lx=length(x);
% First case: Ly>Lx. See (3.27) in the text.
if Ly>Lx,
X=row_vec(fft(x));
m=ceil((Lx+1)/2);
if(mod(Lx,2)==1), % If Lx is odd, m=(Lx+1)/2
Y=[X(1:m),zeros(1,Ly-Lx),X(m+1:Lx)];
else % If Lx is even, m=(Lx+2)/2
H=X(m)/2;
Y=[X(1:m-1),H,zeros(1,Ly-Lx-1),H,X(m+1:Lx)];
end
y=(Ly/Lx)*real(ifft(Y));
% Second case: Ly<=Lx. Sampling rate is reduced.
else
y=zeros(1,Ly);
t=linspace(1,Lx,Ly);
for i=1:Ly,
t0=floor(t(i));
t1=ceil(t(i));
y(i)=x(t0)+(t(i)-t0)*(x(t1)-x(t0)); % Linear interp.
end
end
if N==1,
y=y'; %y =column vector
end
return
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