TY - GEN
T1 - Measuring tissue optical properties in vivo using reflectance-mode confocal microscopy and OCT
AU - Jacques, Steven L.
AU - Samatham, Ravikant
AU - Choudhury, Niloy
AU - Fu, Yongji
AU - Levitz, David
PY - 2008
Y1 - 2008
N2 - The ability to separately measure the scattering coefficient (μs [cm-1]) and the anisotropy (g) is difficult, especially when measuring an in vivo site that can not be excised for bench-top measurements. The scattering properties (μs and g) can characterize the ultrastructure of a biological tissue (nuclear size, mitochondra, cytoskeletion, collagen fibers, density of membranes) without needing an added contrast agent. This report describes the use of reflectance-mode confocal scanning laser microscopy (rCSLM) to measure optical properties. rCSLM is the same as optical coherence tomography (OCT) when the OCT is conducted in focus-tracking mode. The experimental measurement involves translating the depth of focus, Zf, of an objective lens, down into a tissue. As depth z increases, the reflected signal R decreases due to attenuation by the tissue scattering (and absorption, μa). The experimental data behaves as a simple exponential, R(z) = ρ exp(-μz f) where ρ is the local reflectivity (dimensionless) and μ [cm-1] is an attenuation coefficient. The relationship between (ρ,μ) and (μs,g) is: μ = (μs a(g) + μa)2 G(g,NA) ρ-μs Lf b(g,NA) where a(g) is a factor that drops from 1 to 0 as g increases from 0 to 1 (determined by Monte Carlo simulations) allowing photons to reach the focus despite scattering, G is a geometry factor describing the average photon pathlength that depends on the numerical aperture (NA) of the lens and the anisotropy (g), Lf is the axial extent of the focus, and b(g,NA) is the fraction of scattered light that backscatters into the lens for detection.
AB - The ability to separately measure the scattering coefficient (μs [cm-1]) and the anisotropy (g) is difficult, especially when measuring an in vivo site that can not be excised for bench-top measurements. The scattering properties (μs and g) can characterize the ultrastructure of a biological tissue (nuclear size, mitochondra, cytoskeletion, collagen fibers, density of membranes) without needing an added contrast agent. This report describes the use of reflectance-mode confocal scanning laser microscopy (rCSLM) to measure optical properties. rCSLM is the same as optical coherence tomography (OCT) when the OCT is conducted in focus-tracking mode. The experimental measurement involves translating the depth of focus, Zf, of an objective lens, down into a tissue. As depth z increases, the reflected signal R decreases due to attenuation by the tissue scattering (and absorption, μa). The experimental data behaves as a simple exponential, R(z) = ρ exp(-μz f) where ρ is the local reflectivity (dimensionless) and μ [cm-1] is an attenuation coefficient. The relationship between (ρ,μ) and (μs,g) is: μ = (μs a(g) + μa)2 G(g,NA) ρ-μs Lf b(g,NA) where a(g) is a factor that drops from 1 to 0 as g increases from 0 to 1 (determined by Monte Carlo simulations) allowing photons to reach the focus despite scattering, G is a geometry factor describing the average photon pathlength that depends on the numerical aperture (NA) of the lens and the anisotropy (g), Lf is the axial extent of the focus, and b(g,NA) is the fraction of scattered light that backscatters into the lens for detection.
KW - Confocal microscopy
KW - Optical coherence tomography
KW - Reflectance
KW - Tissue optical properties
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U2 - 10.1117/12.761803
DO - 10.1117/12.761803
M3 - Conference contribution
AN - SCOPUS:42149164914
SN - 9780819470393
T3 - Progress in Biomedical Optics and Imaging - Proceedings of SPIE
BT - Biomedical Applications of Light Scattering II
T2 - Biomedical Applications of Light Scattering II
Y2 - 19 January 2008 through 21 January 2008
ER -