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A Heat Transport Analytical Benchmark Problem for Sensitivity Analysis, Uncertainty Quantification, and Predictive Modeling. Ⅱ: Best Estimate Predictions with Reduced Uncertainties

机译:用于敏感性分析,不确定性量化和预测建模的热传递分析基准问题。 Ⅱ:不确定性降低的最佳估计预测

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摘要

An accompanying paper presents a benchmark problem that models the heat conduction process in the radial direction of a heated rod, coupled to convective heat transport along the rod's vertical direction. The temperature ranges, material properties and geometry of the rod are typical of the LBE-cooled SMR designed2 by Gen4Energy Inc., LLC, and have been selected to enable the possible design of an experimental facility aimed at providing validation data for computer codes. To design such an experimental facility, however, it is necessary to optimize the placement of measuring devices (thermocouples, flow meters), to quantify the impact of computational and experimental uncertainties on the design, and to predict the impact of measurements on the subsequent calibration of reactor design codes. This paper will illustrate the use of the sensitivities computed in the accompanying Part 1 for quantifying the uncertainties produced by model parameter uncertainties in the computed temperatures within the rod and fluid, and the subsequent use of these uncertainties, along with measurements and their uncertainties, for obtaining best estimate predictions, with reduced predicted uncertainties, for the measured temperatures.
机译:随附的论文提出了一个基准问题,该问题模拟了加热棒径向上的导热过程,并耦合了沿着棒垂直方向的对流传热。棒的温度范围,材料特性和几何形状是Gen4Energy Inc.,LLC设计的LBE冷却SMR的典型特征,并且已被选择为能够进行旨在提供计算机代码验证数据的实验设备的可能设计。但是,要设计这样的实验设备,必须优化测量设备(热电偶,流量计)的位置,量化计算和实验不确定性对设计的影响,并预测测量对后续校准的影响反应堆设计规范。本文将说明如何使用随附的第1部分中计算出的灵敏度来量化由杆和流体中计算出的温度中的模型参数不确定性产生的不确定性,以及这些不确定性的后续用途以及测量值及其不确定性,获得最佳的估计预测值,并减少所测温度的预测不确定性。

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  • 来源
    《Transactions of the American nuclear society》 |2015年第2期|1385-1388|共4页
  • 作者单位

    Center for Nuclear Science and Energy, 541 Main Street, University of South Carolina, Columbia, SC, 29208;

    Center for Nuclear Science and Energy, 541 Main Street, University of South Carolina, Columbia, SC, 29208;

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