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核废物桶分层γ扫描点源衰减校正方法北大核心CSCD
引用本文:李志刚,庹先国,石睿,刘宇琦,郑洪龙,许阳阳.核废物桶分层γ扫描点源衰减校正方法北大核心CSCD[J].强激光与粒子束,2017,29(11):116005-160.
作者姓名:李志刚  庹先国  石睿  刘宇琦  郑洪龙  许阳阳
作者单位:1.成都理工大学 地质灾害防治与地质环境保护国家重点实验室, 成都 61 0059;
基金项目:国家自然科学基金项目;国家自然科学基金青年基金项目;人工智能四川省重点实验室开放基金项目;四川省科技计划项目;四川省军民结合产业发展专项资金项目
摘    要:采用Matlab数据拟合方法及数值计算方法给出校正后的衰减距离。通过Monte-Carlo模拟密度为1.0 g/cm3的聚乙烯材料均匀填充的放射性废物桶,在7个不同的旋转圆周上每隔30°模拟一次探测器计数,得到137Cs点源在桶内7个不同旋转半径上旋转一周的探测器计数,以贡献率较大的部分区域计算给出校正后的平均衰减距离。实验结果显示,通过此方法得到的活度相对误差在0.6%~25.2%之间,相对于传统以桶半径为固定衰减距离计算的结果(相对误差11.8%~209.9%),误差得到明显降低。说明此方法对提高核废物桶中点源活度估计的准确度是有效的。

关 键 词:分层γ扫描  衰减距离校正  Monte-Carlo方法
收稿时间:2016-06-21

Point source attenuation correction method for nuclear waste drum inspection by Segmented Gamma Scanning
Affiliation:1.State Key Laboratory of Geoharzard Prevention and Geoenvironment Protection,Chengdu University of Technology,Chengdu 610059,China;2.Fundamental Science on Nuclear Wastes and Environmental Safety Laboratory,Mianyang 621010,China;3.Sichuan University of Science and Engineering,Zigong 643000,China
Abstract:In nuclear waste drum inspection by Segmented Gramma Scanning(SGS), the detector counts are different with the point sources at different positions during the rotation process, and the attenuation distance needs to be calibrated. We used the Matlabs data fitting method and numerical calculation method to get the corrected attenuation distance. The Monte-Carlo code was used to simulate the radionuclide in a waste barrel uniformly filled with polyethylene material with density of 1.0 g/cm3. Then the count distributions of 137Cs point sources at seven different locations in the barrel were obtained. The detector counts were simulated every 30 degrees on seven different rotational circles, and the corrected average attenuation distance was given by calculating the partial area with high contribution rate. The relative error of the activity estimation obtained by this method is between 0.6% and 25.2%. Compared to traditional methods (the relative error of the activity estimation is between 11.8% and 209.9%), the error is decreased obviously.
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