基于LabSOCS的γ能谱符合相加校正与实验验证

    Correction and Experimental Verification of Coincidence Summing Effect About γ Spectrometry Using LabSOCS

    • 摘要: 在高放废液γ能谱分析中,符合相加效应是影响多γ射线核素测量准确性的一个重要因素,因此有必要进行符合相加校正。针对高放废液中十几种主要γ核素,利用Genie 2000软件的LabSOCS,研究了探测器、样品体积、样品密度等因素对符合相加效应的影响规律,并结合γ能谱测量和液闪测量进行了实验验证。结果表明:同系列探测器,晶体尺寸越大,符合相加效应也越大。符合相加效应随样品体积增加而减少,随样品密度变化不大。在分支比较高且谱线干扰较少的优选峰位,134Cs和154Eu的符合相加干扰最大。γ能谱分析中会涉及到三种计数效率εε′和ε″,使用时应依情况决定是否需要进行符合相加校正。由于200~2000 keV范围内的效率曲线在双对数坐标上近似为直线,因此可以先用60Co、137Cs、152Eu等常见γ核素确定这条直线,然后用它测定高放废液中其它能发射200~2 000 keV能量γ射线的核素。

       

      Abstract: In analyzing γ-emitters in high level liquid waste with γ spectrometry, the coincidence summing effect is an important factor affecting measurement accuracy for nuclides with multiple γ lines. This paper is to study the influence of the coincidence summing effect on the measurement of more than 10 major γ-emitters in high level liquid waste, and perform coincidence summing correction. Using the LabSOCS of Genie 2000, the influence of the coincidence summing effect was studied with the consideration of various detectors, sample volumes, and sample densities. In addition, experimental verification was conducted by combining γ spectrometry and liquid scintillation counting, with γ-emitters 60Co, 137Cs/137Bam, 152Eu, 237Np/233Pa and 241Am. It is shown that for detectors of the same series, the larger the crystal size, the greater the influence of the coincidence summing effect. The coincidence summing effect decreases with increasing sample volume and does not change significantly with sample density. With regard to the preferred full energy peak which has higher intensity and less interference, 134Cs and 154Eu exhibit the highest coincidence summing interference, 237Np and 233Pa the smallest, between which are 60Co, 106Rh, 125Sb, 152Eu, and 239Np. The γ-emitters 137Cs, 155Eu, 241Am, and 243Am are free of coincidence summing interference. Three types of counting efficiencies have been discussed: ε is defined as CR/(AI), where CR is the count rate measured directly, A is the radioactivity, and I is the intensity of γ-ray; ε′ is defined as ε/COI, where COI is the true coincidence summing correction factor; and ε″ is the counting efficiency obtained from LabSOCS calculation. Both ε′ and ε″ are free of the coincidence summing interference, but ε is not. The usual efficiency curve is free of the coincidence summing interference, and when using it, consideration should be given to whether coincidence summing correction is necessary depending on the measurement condition. If nuclides with multiple γ lines are measured and the distance between the source and detector is very close, it is necessary to perform coincidence summing correction; otherwise, the usual efficiency curve cannot be used for activity calculation. Since the efficiency curve in the range of 200-2 000 keV is approximately a straight line on a double logarithmic coordinate, this line can be determined using common γ-emitters such as 60Co, 137Cs, and 152Eu, and then used to measure other γ-emitters in high level liquid waste that can emit γ-rays with energy ranging from 200 to 2 000 keV, such as 106Rh, 125Sb, and 134Cs.

       

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