Fluorescence molecular tomography reconstruction method
A technology of tomographic imaging and excitation of fluorescence, which is applied in the fields of analysis by fluorescence emission, diagnosis by tomography, diagnosis, etc. It can solve the problem of no system equation preprocessing, reconstruction accuracy and reconstruction speed need to be improved, and no consideration of the spatial distribution of fluorescent targets Sparse characteristics and other issues to achieve the effect of accelerating algorithm convergence, improving reconstruction speed, and improving reconstruction accuracy
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[0037] refer to Figure 1 to Figure 4 ;
[0038] Step 1, establish system equations
[0039] According to the finite element theory, a system equation is established, which is the linear relationship between the fluorescence measurement data on the body surface of the excitation fluorescence tomography object and the distribution of the fluorescence target inside the imaging object:
[0040] y=Ax (1)
[0041] In the formula, y is the known fluorescence measurement data vector, A is the known system matrix, x is the fluorescent target distribution vector to be solved, and the elements of x and y are non-negative;
[0042] Step 2, solve the system equation
[0043] (1) Carry out following preprocessing to the system equation y=Ax of establishment:
[0044] (1a) against A T A undergoes eigenvalue decomposition to obtain QΛQ T =A T A, where T represents a transpose operation, Q is a matrix composed of eigenvectors, and Λ is a diagonal matrix composed of eigenvalues;
[004...
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