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采用蒙特卡洛法评定转基因水稻样品中NOS终止子的测量不确定度
引用本文:宋君,常丽娟,张富丽,王东,李洁.采用蒙特卡洛法评定转基因水稻样品中NOS终止子的测量不确定度[J].计量学报,2019,40(1):164-171.
作者姓名:宋君  常丽娟  张富丽  王东  李洁
作者单位:四川省农业科学院分析测试中心,四川成都,610066;四川省农业科学院农村经济与农业信息研究所,四川成都,610066
基金项目:四川省财政创新能力提升工程(2016GXTZ-010);四川省农业科学院优秀论文基金(2017LWJJ-012,2018LWJJ-010)
摘    要:采用蒙特卡洛方法(MCM)实施“概率分布传播”来评定转基因水稻样品中NOS终止子的测量不确定度,解析转基因成分测量不确定度的概率分布。评定结果表明:NOS终止子的相对含量为2.95%,非常接近理论含量(3%),而且其标准不确定度为2.13×10-4,远小于1.00×10-2。在95%的包含概率下,NOS终止子的相对含量分布在2.91%~3.00%非常窄的包含区间内,充分说明测量质量好,测量结果可靠;NOS终止子相对含量的概率分布呈标准正态分布,揭示转基因成分测量条件满足GUM法的假设,MCM和GUM法都可以应用于转基因成分测量不确定度评定。

关 键 词:计量学  转基因测量  概率分布传播  测量不确定度评定  蒙特卡洛法
收稿时间:2017-12-13

Measurement uncertainty in NOS terminator from genetically modified rice estimated by Monte Carlo Method
SONG Jun,CHANG Li-juan,ZHANG Fu-li,WANG Dong,LI Jie.Measurement uncertainty in NOS terminator from genetically modified rice estimated by Monte Carlo Method[J].Acta Metrologica Sinica,2019,40(1):164-171.
Authors:SONG Jun  CHANG Li-juan  ZHANG Fu-li  WANG Dong  LI Jie
Affiliation:1. Analysis and test center, Sichuan Academy of Agricultural Science, Chengdu, Sichuan 610066, China
2. Agricultural information and rural economy institute, Sichuan Academy of Agricultural Science, Chengdu, Sichuan 610066, China
Abstract:Owing to the complex process of GMO testing such as multi-stages with several intermediate inputs/outputs and their joint probability distribution, the propagation of probability distribution was employed here for the first time to evaluate the MU in NOS terminator from genetically modified rice using Monte Carlo Method. The results showed that the relative content of NOS termination was 2.95%, very close to the theoretical content (3%), and the standard uncertainty was 2.13×10-4, which was much less than 1.00×10-2. In the coverage probability 95%, the relative content of NOS terminator is within a very narrow range of 2.91%~3.00%, indicating the measurement quality in this work is very good, and the measurement results are very reliable. Moreover, the relative contents of NOS terminator followed standard normal distribution, revealing the measuring conditions in the testing of GMOs are agreement with the assumption in GUM approach. Consequently, both MCM and GUM method can be applied to evaluation of measurement uncertainty in the detection of GMOs.
Keywords:metrology  transgene measurement  propagation of probability distribution  evaluation of measurement uncertainty  MCM  
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