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multicoil_sense.m
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199 lines (182 loc) · 7.16 KB
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function recon = multicoil_sense(varargin)
% -------------------------------------------------------------------------
% Helper functions
function ok = isarray(X)
ok = islogical(X) || isnumeric(X) || isa(X, 'file_array');
end
function ok = isboolean(X)
ok = (isnumeric(X) || islogical(X)) && isscalar(X);
end
% -------------------------------------------------------------------------
% Defaults
sens = [];
sensmsk = [];
ssq = [];
A = 1;
coilorder = {'ch' 'rd' 'k1' 'k2' 'av' 'sl' 'ct' 'st' 'sg'};
sensorder = {'k1' 'k2' 'rd' 'ch'};
af = NaN;
coilcompact = true;
lat_acq = NaN;
fov_acq = NaN;
lat_recon = NaN;
fov_recon = NaN;
contrasts = 1;
senscontrast= 1;
verbose = 0;
% -------------------------------------------------------------------------
% Parse input
p = inputParser;
p.FunctionName = 'multicoil_sense';
p.addRequired('CoilKSpace', @(X) ischar(X) || isarray(X));
p.addParameter('SensMaps', sens, @isarray);
p.addParameter('SensMask', sensmsk, @isarray);
p.addParameter('SumSquare', ssq, @isarray);
p.addParameter('Precision', A, @isnumeric);
p.addParameter('CoilOrder', coilorder, @iscell);
p.addParameter('SensOrder', sensorder, @iscell);
p.addParameter('CoilCompact', coilcompact, @isboolean);
p.addParameter('Acceleration', af, @isnumeric);
p.addParameter('AcquisitionMatrix', lat_acq, @isnumeric);
p.addParameter('AcquisitionFOV', fov_acq, @isnumeric);
p.addParameter('ReconMatrix', lat_recon, @isnumeric);
p.addParameter('ReconFOV', fov_recon, @isnumeric);
p.addParameter('Contrast', contrasts, @isnumeric);
p.addParameter('SensContrast', senscontrast, @isnumeric);
p.addParameter('Verbose', verbose, @isboolean);
p.parse(varargin{:});
rdata = p.Results.CoilKSpace;
sens = p.Results.SensMaps;
sensmsk = p.Results.SensMask;
ssq = p.Results.SumSquare;
af = p.Results.Acceleration;
A = p.Results.Precision;
coilorder = p.Results.CoilOrder;
sensorder = p.Results.SensOrder;
coilcompact = p.Results.CoilCompact;
lat_acq = p.Results.AcquisitionMatrix;
fov_acq = p.Results.AcquisitionFOV;
lat_recon = p.Results.ReconMatrix;
fov_recon = p.Results.ReconFOV;
contrasts = p.Results.Contrast;
senscontrast= p.Results.SensContrast(:)';
verbose = p.Results.Verbose;
filteredsens = ~isempty(ssq);
% -------------------------------------------------------------------------
% Estimate senstivity
if isempty(sens)
if ischar(rdata)
acdata = ismrmrd_read(rdata, ...
'contrast', senscontrast, ...
'subpart', 'autocalib');
% order: [ch rd k1 k2]
acdata = fftshift(ifft(ifftshift(fftshift(ifft(ifftshift(fftshift(ifft(ifftshift(acdata,2),[],2),2),3),[],3),3),4),[],4),4);
acdata = permute(acdata, [3 4 2 1]); % < order: [k1 k2 rd ch]
acdim = size(acdata);
sens = zeros([acdim 2], 'like', acdata);
acmean = zeros([acdim(1:3) 1 2], 'like', acdata);
[C,A] = multicoil_init_cov(acdata);
[sens,acmean,A,ll] = multicoil_infer(acdata, ...
'SensMaps', sens, ...
'MeanImage', acmean, ...
'Precision', A, ...
'RegCompFactor', 1E7, ...
'VoxelSize', [4.48 5.6 6.4], ...
'Verbose', 1);
else
error('Calibration data needed to estimate sensitivity maps')
end
end
% -------------------------------------------------------------------------
% Convert log-sensitivity to frequency (Neumann conditions -> dct)
sens = permute(sens, [4 1 2 3]); % < order: [ch k1 k2 rd]
if filteredsens
sensmsk = permute(sensmsk, [4 1 2 3]); % < order: [ch k1 k2 rd]
ssq = permute(ssq, [4 1 2 3]); % < order: [ch k1 k2 rd]
else
sens = dct(dct(dct(sens, [], 2), [], 3), [], 4);
end
dimsens = size(sens);
dimsens = dimsens(2:4);
for contrast=contrasts
% -------------------------------------------------------------------------
% Read and reorganize acquired data
if ischar(rdata)
fname = rdata;
rdata = ismrmrd_read(fname, ...
'contrast', contrast, ...
'subpart', 'cartesian', ...
'compact', true);
% order: [ch rd k1 k2]
end
% recon_lat = reconstruction matrix
recon_lat = size(rdata);
recon_lat(1) = 1;
recon_lat(3) = recon_lat(3) * af(1);
recon_lat(4) = recon_lat(4) * af(2);
recon_lat = recon_lat([3 4 2]);
rdata = permute(rdata, [1 3 4 2]); % < order: [ch k1 k2 rd]
% -------------------------------------------------------------------------
% Prepare a bit of stuff for sense
% > Sampling scheme (k1/k2 are transposed compared to rdata order)
msk = zeros(recon_lat(2),recon_lat(1),'logical'); % [k2 k1]
msk(1:af(2):end,1:af(1):end) = 1;
% > Aliasing locations and coefficients
msksp = ifft2(ifftshift(msk));
[k2,k1] = find(abs(msksp) > eps('single'));
weights = double(msksp(abs(msksp) > eps('single')));
% > ifft in readout direction (done once and for all)
rdata = fftshift(ifft(ifftshift(rdata,4), [], 4), 4);
% > idct in readout direction (done once and for all)
if filteredsens
sens = padarray(sens, [0 0 0 (recon_lat(3) - size(sens,4))/2]);
sens = fftshift(ifft(ifftshift(sens), [], 4));
else
sens = idct(sens, recon_lat(3), 4);
sens = sens * sqrt(recon_lat(3)) / sqrt(dimsens(3));
end
% % > debug: test on a few slices
% rdata = rdata(:,:,:,76:95);
% sens = sens(:,:,:,76:95,:);
% sensmsk = sensmsk(:,:,:,76:95);
% ssq = ssq(:,:,:,76:95);
% recon_lat(3) = 20;
% -------------------------------------------------------------------------
% Reconstruction
recon = zeros(recon_lat(1)*recon_lat(2),recon_lat(3), 'like', single(1i));
ncoil = size(rdata,1);
for z=1:recon_lat(3)
% Acquired: read one slice (and expand to full matrix)
xz = zeros(ncoil,recon_lat(1),recon_lat(2),'like', double(1i));
xz(:,1:af(1):end,1:af(2):end) = rdata(:,:,:,z);
% Inverse Fourier to generate aliased image
xz = fftshift(ifft(ifftshift(fftshift(ifft(ifftshift(xz,2),[],2),2),3),[],3),3);
% Sensitivity: read one slice
sz = double(sens(:,:,:,z));
% Frequency -> Image
if ~filteredsens
sz = idct(idct(sz,recon_lat(1),2),recon_lat(2),3);
sz = sz * sqrt(recon_lat(1)) / sqrt(dimsens(1)) ...
* sqrt(recon_lat(2)) / sqrt(dimsens(2));
% Exponentiate
sz = exp(sz);
else
sz = padarray(sz, [0 (recon_lat(1:2) - dimsens(1:2))/2]);
sz = fftshift(ifft(ifft(ifftshift(sz), [], 2), [], 3));
sz = bsxfun(@rdivide, sz, ssq(:,:,:,z));
sz = bsxfun(@times, sz, sensmsk(:,:,:,z));
end
% Whiten
xz = reshape(xz, ncoil, []);
sz = reshape(sz, ncoil, []);
xz = sqrt(A) * xz;
sz = sqrt(A) * sz;
xz = reshape(xz, [ncoil recon_lat(1:2)]);
sz = reshape(sz, [ncoil recon_lat(1:2)]);
% SENSE inversion
recon(:,z) = SENSEUnfold_v5(xz, sz, [k1 k2], [af(2) af(1)], false, weights);
end
recon = reshape(recon,recon_lat);
recon = permute(recon, [3 1 2]); % < order: [rd k1 k2]
end % < contrast loop
end % < function