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基于高斯锐化法的重叠峰分解方法研究
引用本文:王青山,王冬阳,张雄杰,汤彬,吴和喜. 基于高斯锐化法的重叠峰分解方法研究[J]. 光谱学与光谱分析, 2021, 41(10): 3245-3250. DOI: 10.3964/j.issn.1000-0593(2021)10-3245-06
作者姓名:王青山  王冬阳  张雄杰  汤彬  吴和喜
作者单位:核技术应用教育部工程研究中心(东华理工大学) ,江西 南昌 330013
基金项目:国家重大科学研究计划项目(2017YFF0104200),国家自然科学基金项目(41704171),国防基础科研项目(JCKY2018401C001),江西省自然科学基金项目(20192BAB202009), Environmental Radioactivity Research Network Center Project (Ⅰ-2020)资助
摘    要:在放射性能谱测量中,由于探测器分辨率较低、待测样品中原子能级相近,往往会出现全能峰的重叠现象,对放射性核素的定性或定量检测带来较大的困难;常规的分离算法一般需要复杂的谱变换或大量的标准谱样本,不适用于现场测量中重叠峰的实时分解.因此,提出一种基于高斯锐化法的能谱重叠峰解析方法(GSM),结合峰锐化法的分辨率增强能力和褶...

关 键 词:重叠峰分解  峰锐化  滑动褶积  非线性拟合
收稿时间:2020-08-24

Research on a Decomposing Method of Energy Spectrum Overlapping Peaks Based on Gaussian Sharpening Method
WANG Qing-shan,WANG Dong-yang,ZHANG Xiong-jie,TANG Bin,WU He-xi. Research on a Decomposing Method of Energy Spectrum Overlapping Peaks Based on Gaussian Sharpening Method[J]. Spectroscopy and Spectral Analysis, 2021, 41(10): 3245-3250. DOI: 10.3964/j.issn.1000-0593(2021)10-3245-06
Authors:WANG Qing-shan  WANG Dong-yang  ZHANG Xiong-jie  TANG Bin  WU He-xi
Affiliation:Engineering Research Center of Nuclear Technology Application (East China University of Technology), Ministry of Education, Nanchang 330013, China
Abstract:In the measurement of the radioactivity energy spectrum, due to the low resolution of the detector, the similarity of the atomic energy level in the sample to be tested, and the limitation of the instrument stripping technology, the overlapping phenomenon of full energy peak often occurs, which brings great difficulties to the qualitative or quantitative detection of radionuclides. Conventional separation algorithms generally require complex spectrum transformation or a large number of standard spectrum samples and are not suitable for real-time decomposition of overlapping peaks at on-site of measurement. Therefore, a decomposition method of energy spectrum overlapping peaks based on the Gaussian sharpening method (GSM) is proposed, combining the resolution enhancement capability of the peak sharpening method and the smoothing characteristics of the convolution sliding transformation method, which can quickly identify, locate and resolve overlapping peaks in the γ energy spectrum. Firstly, the Gaussian function is sharpened and normalized and selected the appropriate Gaussian parameters and window width, used as a transformation operator to filter and improve the separation of overlapping peaks through convolution and sliding transformation of the original γ energy spectrum data. Then, the approximate function of the energy spectrum after GSM shaping is solved as the objective function, and several points near the center of the peak position are selected as initial parameters. Finally, the analysis of the characteristic peak parameters of the overlapping peaks is carried out by the method of nonlinear fitting. In the experiment, we first verified the invariance of the peak position and peak area eigenvalues before and after GSM shaping, and then the GSM was verified in the overlapping peak energy spectrum and the MCNP simulated131I, 137Cs, 214Bi, 206Bi and 26Al mixed radioactive source γ energy spectrum. The experimental results show that GSM has great decomposition ability for the overlapping peak with the resolution better than 0.375 and the SNR better than 40 dB, the relative errors of the peak position and peak area before and after decomposition are within 1% and 4.5%, respectively; For the GSM-processed energy spectrum of γ-ray, the relative error of the position of the overlapping peak is within 1% and that of the single peak is within 0.1%, furthermore, the decomposition result will be more accurate if the half-width in the transformation operator is set close to the energy resolution of the detector. GSM is noise-immune and does not require pre-processing operations such as spectrum smoothing and background subtraction in full-spectrum analysis. Besides, it consumes less computing resources and has high-resolution accuracy, which is convenient for embedded real-time spectrum analysis of energy spectrum measurement system and has practicability for quick on-site analysis of energy spectrum in radioactive measurement.
Keywords:Peak sharpening  Sliding convolution  Nonlinear fitting  Overlapping peak decomposition  
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