A parallel adaptive finite element simplified spherical harmonics approximation solver for frequency domain fluorescence molecular imaging.

Abstract:

:Fluorescence molecular imaging/tomography may play an important future role in preclinical research and clinical diagnostics. Time- and frequency-domain fluorescence imaging can acquire more measurement information than the continuous wave (CW) counterpart, improving the image quality of fluorescence molecular tomography. Although diffusion approximation (DA) theory has been extensively applied in optical molecular imaging, high-order photon migration models need to be further investigated to match quantitation provided by nuclear imaging. In this paper, a frequency-domain parallel adaptive finite element solver is developed with simplified spherical harmonics (SP(N)) approximations. To fully evaluate the performance of the SP(N) approximations, a fast time-resolved tetrahedron-based Monte Carlo fluorescence simulator suitable for complex heterogeneous geometries is developed using a convolution strategy to realize the simulation of the fluorescence excitation and emission. The validation results show that high-order SP(N) can effectively correct the modeling errors of the diffusion equation, especially when the tissues have high absorption characteristics or when high modulation frequency measurements are used. Furthermore, the parallel adaptive mesh evolution strategy improves the modeling precision and the simulation speed significantly on a realistic digital mouse phantom. This solver is a promising platform for fluorescence molecular tomography using high-order approximations to the radiative transfer equation.

journal_name

Phys Med Biol

authors

Lu Y,Zhu B,Shen H,Rasmussen JC,Wang G,Sevick-Muraca EM

doi

10.1088/0031-9155/55/16/002

subject

Has Abstract

pub_date

2010-08-21 00:00:00

pages

4625-45

issue

16

eissn

0031-9155

issn

1361-6560

pii

S0031-9155(10)56113-X

journal_volume

55

pub_type

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