摘要
选择多层介质作为样品,根据波恩一阶近似理论建立了单次散射的无限细直光束频域OCT模型,并分析了散射积分方程很难得到精确解的原因。蒙特卡罗仿真结果表明,一类和二类光子出射后在空间的分布存在着一定的差异,通过调整接收器的面积,可以在一定程度上很好地抑制二类光子,尽可能多地接收一类光子;通过分析时域OCT与频域OCT的区别,进一步确立了频域OCT的优势地位;通过改变复杂生物组织的模型结构,对由于能量衰减而造成的图像灰度失真做了近似的补偿。
According to the theory of first-order Born approximation,a Fourier Domain Optical Coher- ence Tomography（FDOCT） model of single scattering infinite narrow beam is established,and the reason why it is hard to obtain the exact solution of integrated scattering equation is analyzed. The Monte Carlo simulation results indicate that two kinds of photon are different in spatial distributions. The multiple backscattering photons can be rejected and more single backscattering photons can be received by adjusting the detection area. Then, the advantage of FDOCT is confirmed by analyzing the differences between Time Domain OCT （TDOCT） and FDOCT. The simulation results provide an important reference for experiments. The gray level distortion of complex bio-tissue image resulting from energy attenuation can be approximately compensated by changing the model＇s structure.
出处
《光学精密工程》
EI
CAS
CSCD
北大核心
2008年第7期1285-1294,共10页
Optics and Precision Engineering
基金
国家自然科学基金资助项目(No.60674111)
关键词
蒙特卡罗仿真
频域OCT
一阶Born近似
多层介质
Monte Carlo simulation
Fourier Domain Optical Coherence Tomography（FDOCT）
firstorder Born approximation
multi-layered media
