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Development and uncertainty analysis of radionuclide atmospheric dispersion modeling codes based on Gaussian plume model

机译:基于高斯羽流模型的放射性核素大气弥散建模程序的建立与不确定性分析。

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It is necessary to assess the radiological consequences of radioactive leakage accident in the planning and operation of a nuclear power plant, especially an atmospheric radioactive material spill that has a rapid and broad impact on public health. Uncertainty analysis of the assessment results will help to reduce the probability of making mistakes in the emergency response after accident. The Gaussian plume model is the most widely used computational model for atmospheric diffusion assessment. Based on this model, the FORTRAN computer language is used to compile Radionuclides Atmosphere Dispersion Codes (RADC). Calculation results based on RADC are compared with HotSpot Health Physics Codes to verify its calculation accuracy. Based on the Bayesian Markov Chain Monte Carlo method, uncertainty of the Gaussian plume model is analysed, and the influence of observation error on the confidence interval is calculated. The results show that the greater the air concentration of radioactivity, the wider the confidence interval; the observation error has a great impact on the confidence interval. Meanwhile, the small observation error will cause a large change in the width of the confidence interval.
机译:在核电厂的规划和运行中,必须评估放射性泄漏事故的放射学后果,特别是对公共健康具有迅速而广泛影响的大气放射性物质泄漏。评估结果的不确定性分析将有助于减少事故发生后应急响应中犯错的可能性。高斯羽流模型是用于大气扩散评估的最广泛使用的计算模型。基于此模型,FORTRAN计算机语言用于编译放射性核素大气扩散代码(RADC)。将基于RADC的计算结果与HotSpot健康物理代码进行比较,以验证其计算准确性。基于贝叶斯马尔可夫链蒙特卡罗方法,分析了高斯羽状模型的不确定性,并计算了观测误差对置信区间的影响。结果表明,空气中放射性浓度越高,置信区间越宽。观察误差对置信区间有很大影响。同时,小的观察误差将引起置信区间宽度的较大变化。

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