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Ge Wang - One of the best experts on this subject based on the ideXlab platform.

  • integral equations of the photon fluence rate and flux based on a Generalized Delta eddington phase function
    Journal of Biomedical Optics, 2008
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Ge Wang
    Abstract:

    We present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to integral equations with respect to both photon fluence rate and flux vector. The photon fluence rate and flux can be solved from the system of integral equations. By comparing to the Monte Carlo simulation results, the solutions of the system of integral equations accurately model the photon propagation in biological tissue over a wide range of optical parameters.

  • modeling photon propagation in biological tissues using a Generalized Delta eddington phase function
    Physical Review E, 2007
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Yue Wang, Ge Wang
    Abstract:

    Photon propagation in biological tissue is commonly described by the radiative transfer equation, while the phase function in the equation represents the scattering characteristics of the medium and has significant influence on the precision of solution and the efficiency of computation. In this work, we present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to an integral equation with respect to photon fluence rate. Comparing to the popular diffusion approximation model, the solution of the integral equation is highly accurate to model photon propagation in the biological tissue over a broad range of optical parameters. This methodology is validated by Monte Carlo simulation.

Wenxiang Cong - One of the best experts on this subject based on the ideXlab platform.

  • integral equations of the photon fluence rate and flux based on a Generalized Delta eddington phase function
    Journal of Biomedical Optics, 2008
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Ge Wang
    Abstract:

    We present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to integral equations with respect to both photon fluence rate and flux vector. The photon fluence rate and flux can be solved from the system of integral equations. By comparing to the Monte Carlo simulation results, the solutions of the system of integral equations accurately model the photon propagation in biological tissue over a wide range of optical parameters.

  • modeling photon propagation in biological tissues using a Generalized Delta eddington phase function
    Physical Review E, 2007
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Yue Wang, Ge Wang
    Abstract:

    Photon propagation in biological tissue is commonly described by the radiative transfer equation, while the phase function in the equation represents the scattering characteristics of the medium and has significant influence on the precision of solution and the efficiency of computation. In this work, we present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to an integral equation with respect to photon fluence rate. Comparing to the popular diffusion approximation model, the solution of the integral equation is highly accurate to model photon propagation in the biological tissue over a broad range of optical parameters. This methodology is validated by Monte Carlo simulation.

Alexander X Cong - One of the best experts on this subject based on the ideXlab platform.

  • integral equations of the photon fluence rate and flux based on a Generalized Delta eddington phase function
    Journal of Biomedical Optics, 2008
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Ge Wang
    Abstract:

    We present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to integral equations with respect to both photon fluence rate and flux vector. The photon fluence rate and flux can be solved from the system of integral equations. By comparing to the Monte Carlo simulation results, the solutions of the system of integral equations accurately model the photon propagation in biological tissue over a wide range of optical parameters.

  • modeling photon propagation in biological tissues using a Generalized Delta eddington phase function
    Physical Review E, 2007
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Yue Wang, Ge Wang
    Abstract:

    Photon propagation in biological tissue is commonly described by the radiative transfer equation, while the phase function in the equation represents the scattering characteristics of the medium and has significant influence on the precision of solution and the efficiency of computation. In this work, we present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to an integral equation with respect to photon fluence rate. Comparing to the popular diffusion approximation model, the solution of the integral equation is highly accurate to model photon propagation in the biological tissue over a broad range of optical parameters. This methodology is validated by Monte Carlo simulation.

Haiou Shen - One of the best experts on this subject based on the ideXlab platform.

  • integral equations of the photon fluence rate and flux based on a Generalized Delta eddington phase function
    Journal of Biomedical Optics, 2008
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Ge Wang
    Abstract:

    We present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to integral equations with respect to both photon fluence rate and flux vector. The photon fluence rate and flux can be solved from the system of integral equations. By comparing to the Monte Carlo simulation results, the solutions of the system of integral equations accurately model the photon propagation in biological tissue over a wide range of optical parameters.

  • modeling photon propagation in biological tissues using a Generalized Delta eddington phase function
    Physical Review E, 2007
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Yue Wang, Ge Wang
    Abstract:

    Photon propagation in biological tissue is commonly described by the radiative transfer equation, while the phase function in the equation represents the scattering characteristics of the medium and has significant influence on the precision of solution and the efficiency of computation. In this work, we present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to an integral equation with respect to photon fluence rate. Comparing to the popular diffusion approximation model, the solution of the integral equation is highly accurate to model photon propagation in the biological tissue over a broad range of optical parameters. This methodology is validated by Monte Carlo simulation.

Yue Wang - One of the best experts on this subject based on the ideXlab platform.

  • modeling photon propagation in biological tissues using a Generalized Delta eddington phase function
    Physical Review E, 2007
    Co-Authors: Wenxiang Cong, Haiou Shen, Alexander X Cong, Yue Wang, Ge Wang
    Abstract:

    Photon propagation in biological tissue is commonly described by the radiative transfer equation, while the phase function in the equation represents the scattering characteristics of the medium and has significant influence on the precision of solution and the efficiency of computation. In this work, we present a Generalized Delta-Eddington phase function to simplify the radiative transfer equation to an integral equation with respect to photon fluence rate. Comparing to the popular diffusion approximation model, the solution of the integral equation is highly accurate to model photon propagation in the biological tissue over a broad range of optical parameters. This methodology is validated by Monte Carlo simulation.