Presentation 2007-08-23
Image Reconstruction in Time-Resolved Optical Tomography Using FDTD Analysis
Kenta KITANO, Takafumi MATSUURA, Tadatoshi TANIFUJI,
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Abstract(in English) Time reduction of image reconstruction in time-resolved diffused optical tomography (TDOT) based on the Finite Difference Time Domain Analysis proposed by authors has been studied. A scalar objective function which is defined by square differences between measured and theoretical reflectance of scattering medium is minimized to reconstruct TDOT images. Necessary time for differentiation of the scalar objective function with respect to optical parameters of Yee grids is suppressed from third power to second power of the number of nodes by reverse differentiation, in which differentiation of objective function with respect to fluence rate is calculated, then differentiation fluence rate with respect to the optical parameters. It has also been shown that reverse time migration for FDTD analysis is useful for time reduction without extra memory spaces.
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Keyword(in English) Diffusion equation / FDTD analysis / Reverse Differentiation / Reverse Time Migration
Paper # OFT2007-16
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Committee OFT
Conference Date 2007/8/16(1days)
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Registration To Optical Fiber Technology (OFT)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) Image Reconstruction in Time-Resolved Optical Tomography Using FDTD Analysis
Sub Title (in English)
Keyword(1) Diffusion equation
Keyword(2) FDTD analysis
Keyword(3) Reverse Differentiation
Keyword(4) Reverse Time Migration
1st Author's Name Kenta KITANO
1st Author's Affiliation Electrical Engineering, Kitami Institute of Technology()
2nd Author's Name Takafumi MATSUURA
2nd Author's Affiliation Electrical Engineering, Kitami Institute of Technology
3rd Author's Name Tadatoshi TANIFUJI
3rd Author's Affiliation Electrical Engineering, Kitami Institute of Technology
Date 2007-08-23
Paper # OFT2007-16
Volume (vol) vol.107
Number (no) 191
Page pp.pp.-
#Pages 4
Date of Issue