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gyacomo/matlab/compute/ifourier_GENE.m
1e970db6249ehalf_kx_plane

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ifourier_GENE.m
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function [ field_r ] = ifourier_GENE( field_c )
%IFOURIER_FIELD_GENE method of ifourier used in GENE post processing
% This fourier transform back from the half complex plane to a full real
% space, in 2 or 3D (dim). Compied from computeFXYZ of GENE for
% comparison purpose.
%% Original
% [nx,nky,nz]=size(field_c);
% %extend to whole ky by imposing reality condition
% ny=2*nky-1;
%
% if ny~=1
% %note, we need one extra point which we set to zero for the ifft
% spectrumKxKyZ=zeros(nx,ny,nz);
% spectrumKxKyZ(:,1:nky,:)=field_c(:,:,:);
% spectrumKxKyZ(1,(nky+1):(ny),:)=conj(field_c(1,nky:-1:2,:));
% spectrumKxKyZ(2:nx,(nky+1):(ny),:)=conj(field_c(nx:-1:2,nky:-1:2,:));
% else
% %pad with zeros to interpolate on fine scale
% ny=20;
% spectrumKxKyZ=zeros(nx,ny,nz);
% spectrumKxKyZ(:,2,:)=field_c(:,:,:);
% end
%
% %inverse fft, symmetric as we are using real data
% spectrumXKyZ=nx*ifft(spectrumKxKyZ,[],1);
% field_r=ny*ifft(spectrumXKyZ,[],2,'symmetric');
% clear spectrumKxKyZ
%% Adapted for HeLaZ representation
[nkx,ny,nz]=size(field_c);
%extend to whole ky by imposing reality condition
nx=2*nkx-1;
%note, we need one extra point which we set to zero for the ifft
spectrumKxKyZ=zeros(nx,ny,nz);
spectrumKxKyZ(1:nkx,:,:)=field_c(:,:,:);
spectrumKxKyZ((nkx+1):(nx),1,:)=conj(field_c(nkx:-1:2,1,:));
spectrumKxKyZ((nkx+1):(nx),2:ny,:)=conj(field_c(nkx:-1:2,ny:-1:2,:));
%inverse fft, symmetric as we are using real data
spectrumXKyZ=nx*ifft(spectrumKxKyZ,[],1);
field_r=ny*ifft(spectrumXKyZ,[],2,'symmetric');
clear spectrumKxKyZ
end
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