Three-dimensional modelling of light scattering in biological tissue by the spectral method

被引:0
作者
Maximov, AV [1 ]
Capjack, CE [1 ]
Rozmus, W [1 ]
Shao, Y [1 ]
机构
[1] Univ Alberta, Dept Phys, Edmonton, AB T6G 2J1, Canada
来源
OPTICAL DIAGNOSITICS OF LIVING CELLS IV | 2001年 / 4260卷
关键词
spectral method; light scattering; biological tissue; cytometry;
D O I
10.1117/12.426759
中图分类号
R318 [生物医学工程];
学科分类号
0831 ;
摘要
For the first time the three dimensional modelling of laser light scattering in biological tissue has been performed using the spectral technique. The accuracy of the spectral numerical method has been verified hy comparison with linear perturbation theory and Mie theory. Comparison with Mie theory has validated that the three-dimensional scaler wave equation is a good approximation to the full Maxwell's set of equations for light scattering: at moderate angles. The computational requirements for the spectral method in modelling laser interaction with biological samples are much lower than the requirements for other existing numerical methods: finite-difference time-domain and Monte Carlo. Yet the new algorithm is capable of resolving the variations in the scattered signal with a Contrast in intensity of up to six orders of magnitude. The spectral technique carl be successfully applied to address scattering from individual cells and from biological samples containing many cells. The new method is well suited to recognize the size and composition of biological cells, making it a valuable tool in cell cytometry, for example. in the detection of rare event cells and cancerous cells.
引用
收藏
页码:59 / 67
页数:9
相关论文
共 50 条
[31]   Three-Dimensional Computation of Focused Beam Propagation through Multiple Biological Cells [J].
Starosta, Matthew S. ;
Dunn, Andrew K. .
OPTICS EXPRESS, 2009, 17 (15) :12455-12469
[32]   Three-Dimensional Computation of Focused Beam Propagation through Multiple Biological Cells [J].
Starosta, Matthew S. ;
Dunn, Andrew K. .
BIOMEDICAL APPLICATIONS OF LIGHT SCATTERING III, 2009, 7187
[33]   Three-dimensional texture analysis of optical coherence tomography images of ovarian tissue [J].
Sawyer, Travis W. ;
Chandra, Swati ;
Rice, Photini F. S. ;
Koevary, Jennifer W. ;
Barton, Jennifer K. .
PHYSICS IN MEDICINE AND BIOLOGY, 2018, 63 (23)
[34]   K-distribution three-dimensional mapping of biological tissues in optical coherence tomography [J].
Sugita, Mitsuro ;
Brown, Robert A. ;
Popov, Ivan ;
Vitkin, Alex .
JOURNAL OF BIOPHOTONICS, 2018, 11 (03)
[35]   The combination of pulsed acousto-optic imaging and B-mode diagnostic ultrasound for three-dimensional imaging in ex vivo biological tissue [J].
Sui, Lei ;
Murray, Todd W. ;
Roy, Ronald A. .
PHOTONS PLUS ULTRASOUND: IMAGING AND SENSING 2006, 2006, 6086
[36]   Three-dimensional spectra of the long-range assembly of Nile Blue sulfate on the molecular surface of DNA and determination of DNA by light-scattering [J].
Huang, CZ ;
Li, YF ;
Hu, XL ;
Bin Li, N .
ANALYTICA CHIMICA ACTA, 1999, 395 (1-2) :187-197
[37]   Application and Optimization of Monte Carlo Method for Simulation of Light Propagation in Biological Tissue [J].
Zhang, Hao ;
Liu, Yifeng ;
Wu, Wenjuan ;
Li, Dong ;
Chen, Bin .
CHINESE JOURNAL OF LASERS-ZHONGGUO JIGUANG, 2025, 52 (09)
[38]   A spectral solver for the three-dimensional Navier-Stokes equations in velocity-vorticity formulation [J].
Speetjens, MFM ;
Clercx, HJH ;
Van Heijst, GJF .
SCIENTIFIC COMPUTING AND APPLICATIONS, 2001, 7 :125-132
[39]   Trivariate Spectral Collocation Approach for the Numerical Solution of Three-Dimensional Elliptic Partial Differential Equations [J].
Mkhatshwa, Musawenkhosi Patson ;
Khumalo, Melusi .
MATHEMATICS, 2022, 10 (13)
[40]   Spectrally-accurate immersed boundary conditions method for three-dimensional flows [J].
Sakib, N. ;
Mohammadi, A. ;
Floryan, J. M. .
COMPUTERS & MATHEMATICS WITH APPLICATIONS, 2017, 73 (11) :2426-2453