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ndltd-NEU--neu-bz61780152021-09-15T05:09:28ZAdvanced Monte Carlo simulation techniques for light propagation in multi-scale tissuesStudying light propagation in biological tissues is critical for developing biophotonics techniques and their applications. Monte Carlo (MC) method, a stochastic solver for radiative transfer equation, has been recognized as the gold standard for modeling light propagation in turbid media. However, due to the stochastic nature of the MC method, millions even billions of photons are usually required to achieve accurate results using the MC method, leading to a long computational time even with the acceleration using graphical processing units (GPU). Furthermore, due to the rapid advances in multi-scale optical imaging techniques such as optical coherence tomography (OCT) and multiphoton microscopy (MPM), there is an increasing need to model light propagation in extremely complex tissues such as vessel networks. The mesh-based Monte Carlo (MMC) is usually superior to the voxel-based MC method for such modeling since, unlike grid-like voxels, tetrahedral meshes can represent arbitrary shapes with curved boundaries. However, the mesh density can be excessively high when the tissue structure is extremely complex, resulting in high computational costs and memory demand. The goal of this proposal is to focus on solving the challenges mentioned above. To tackle the first challenge, we came up with a filtering approach with GPU acceleration to improve the signal-to-noise ratio (SNR) of the results while keeping the simulated photons low. The adaptive non-local means (ANLM) filter is selected to suppress the stochastic noise in MC results because 1) the filtering process on each voxel is mutually independent, making it possible for parallel computing; 2) it has high performance in denoising and a strong capacity in edge-preserving. For the second problem, a novel method, implicit mesh-based Monte Carlo (iMMC), was proposed to significantly reduce the mesh density. The iMMC utilizes the edge, node, and face of the tetrahedral mesh to model tissue structures with shapes of the cylinder, sphere, and thin layer. The typical applications for an edge, node, and face-based iMMC are vessel networks, porous media, and membranes, respectively. Lastly, we applied MC simulations and the aforementioned filter on segmented brain models derived from MRI neurodevelopmental atlas to estimate the light dosage for transcranial photobiomodulation (t-PBM), a technique for treating major depressive disorder using near-infrared, across the lifespan. The MMC simulation was also applied to evaluate the impact of human hair on brain sensitivity for functional near-infrared spectroscopy (fNIRS). Furthermore, a new approach that can improve the penetration depth in optical brain imaging, as well as PBM, is proposed. In this approach, the possibility of placing light sources in head cavities is investigated using MC simulations. The preliminary results demonstrate better performance in deep brain monitoring compared to the standard transcranial approach using 10-20 EEG positioning system.--Author's abstracthttp://hdl.handle.net/2047/D20416562
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Studying light propagation in biological tissues is critical for developing
biophotonics techniques and their applications. Monte Carlo (MC) method, a stochastic solver
for radiative transfer equation, has been recognized as the gold standard for modeling light
propagation in turbid media. However, due to the stochastic nature of the MC method,
millions even billions of photons are usually required to achieve accurate results using the
MC method, leading to a long computational time even with the acceleration using graphical
processing units (GPU). Furthermore, due to the rapid advances in multi-scale optical imaging techniques
such as optical coherence tomography (OCT) and multiphoton microscopy (MPM), there is an
increasing need to model light propagation in extremely complex tissues such as vessel
networks. The mesh-based Monte Carlo (MMC) is usually superior to the voxel-based MC method
for such modeling since, unlike grid-like voxels, tetrahedral meshes can represent arbitrary
shapes with curved boundaries. However, the mesh density can be excessively high when the
tissue structure is extremely complex, resulting in high computational costs and memory
demand. The goal of this proposal is to focus on solving the challenges mentioned above. To
tackle the first challenge, we came up with a filtering approach with GPU acceleration to
improve the signal-to-noise ratio (SNR) of the results while keeping the simulated photons
low. The adaptive non-local means (ANLM) filter is selected to suppress the stochastic noise
in MC results because 1) the filtering process on each voxel is mutually independent, making
it possible for parallel computing; 2) it has high performance in denoising and a strong
capacity in edge-preserving. For the second problem, a novel method, implicit mesh-based Monte Carlo (iMMC), was
proposed to significantly reduce the mesh density. The iMMC utilizes the edge, node, and
face of the tetrahedral mesh to model tissue structures with shapes of the cylinder, sphere,
and thin layer. The typical applications for an edge, node, and face-based iMMC are vessel
networks, porous media, and membranes, respectively. Lastly, we applied MC simulations and the aforementioned filter on segmented brain
models derived from MRI neurodevelopmental atlas to estimate the light dosage for
transcranial photobiomodulation (t-PBM), a technique for treating major depressive disorder
using near-infrared, across the lifespan. The MMC simulation was also applied to evaluate
the impact of human hair on brain sensitivity for functional near-infrared spectroscopy
(fNIRS). Furthermore, a new approach that can improve the penetration depth in optical brain
imaging, as well as PBM, is proposed. In this approach, the possibility of placing light
sources in head cavities is investigated using MC simulations. The preliminary results
demonstrate better performance in deep brain monitoring compared to the standard
transcranial approach using 10-20 EEG positioning system.--Author's abstract
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title |
Advanced Monte Carlo simulation techniques for light propagation in multi-scale
tissues
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spellingShingle |
Advanced Monte Carlo simulation techniques for light propagation in multi-scale
tissues
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title_short |
Advanced Monte Carlo simulation techniques for light propagation in multi-scale
tissues
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title_full |
Advanced Monte Carlo simulation techniques for light propagation in multi-scale
tissues
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title_fullStr |
Advanced Monte Carlo simulation techniques for light propagation in multi-scale
tissues
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title_full_unstemmed |
Advanced Monte Carlo simulation techniques for light propagation in multi-scale
tissues
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title_sort |
advanced monte carlo simulation techniques for light propagation in multi-scale
tissues
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http://hdl.handle.net/2047/D20416562
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1719480761647628288
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