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首页> 外文期刊>Nuclear Science, IEEE Transactions on >Multidimensional Data Processing Methods for Material Discrimination Using an Ideal X-Ray Spectrometric Photon Counting Detector
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Multidimensional Data Processing Methods for Material Discrimination Using an Ideal X-Ray Spectrometric Photon Counting Detector

机译:使用理想X射线光谱光子计数检测器进行材料区分的多维数据处理方法

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Pixelated X-ray CdTe/CZT detectors have been adapted to improve counting abilities, photon energy discrimination, and energy resolution for fast digital imaging solutions, in particular through work performed at LETI. This study aims to quantify how photon counting technologies associated with new data processing methods can enhance recognition of material by radiography for homeland security applications. An ideal spectrometric detector was initially simulated and its ability to identify millimetric thicknesses of three homogeneous plastics with similar chemical properties was investigated. Data processing methods presented in this study provide spectral data condensed into a set of $N$ coefficients, where $N$ is user-adjustable. The performance of counting technology was compared to that of an ideal pixelated integrating detector with scintillator architecture. Counting detectors, with data condensed into two coefficients $(N=2)$ improve identification by over 50% compared to integrating detectors. Increasing the number of coefficients enhances material identification further. Using $N=90$ (one coefficient per channel of 1 keV width) ensures a gain of 80% relative to scintillator performances. The effect of a realistic response function of the detector on identification was also analyzed in simulations.
机译:像素化X射线CdTe / CZT检测器已经过改进,可以提高计数能力,光子能量辨别力和快速数字成像解决方案的能量分辨率,尤其是通过LETI的工作。这项研究旨在量化与新数据处理方法相关的光子计数技术如何增强用于国土安全应用的射线照相对材料的识别。最初对理想的光谱检测器进行了仿真,并研究了其识别三种化学性质相似的均质塑料的毫米厚度的能力。本研究中介绍的数据处理方法将频谱数据浓缩为一组$ N $系数,其中$ N $是用户可调的。将计数技术的性能与具有闪烁体架构的理想像素化积分检测器的性能进行了比较。与集成检测器相比,将数据压缩成两个系数$(N = 2)$的计数检测器可将识别率提高50%以上。系数数量的增加进一步增强了材料识别。使用$ N = 90 $(每通道1 keV宽度的一个系数)可确保相对于闪烁器性能提高80%。在仿真中还分析了检测器的实际响应函数对识别的影响。

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