论文标题
卵石床速度曲线的比较,高保真和中等限制代码
Comparison of Pebble Bed Velocity Profiles Between High-Fidelity and Intermediate-Fidelity Codes
论文作者
论文摘要
对高温气体反应器的发展的最新兴趣增加了对随机包装卵石床的流动特征的更先进的需求。对这些流动特征的正确理解可以更好地了解系统在正常操作和事故情况下系统的冷却能力。为了提高计算高效,中级保真度建模的准确性,可以使用高保真模拟来生成相关数据。在这项研究中,使用NEKR是一个启用GPU的光谱元素计算流体动力学代码,以生成1,568和45,000个卵石的床的高保真流数据。爱达荷州国家实验室的Pronghorn多孔媒体代码被用作中级保真代码。高保真模型的结果分为多个同心区域,以提取每个区域中的孔隙率和速度平均值。孔隙率值输入到Pronghorn模型中,并将所得速度曲线与NEKRS进行比较。这两种情况均根据卵石直径为20,000的雷诺数。发现pronghorn的结果显着高估了最外面区域的速度,表明仅孔隙度的变化不会导致流体速度的差异。我们得出的结论是,对于建立近壁区域的更有效的阻力系数相关性并提高了中级保真度模型的预测能力是必要的。
Recent interest for the development of high-temperature gas reactors has increased the need for more advanced understanding of flow characteristics in randomly packed pebble beds. A proper understanding of these flow characteristics can provide a better idea of the cooling capabilities of the system in both normal operation and accident scenarios. In order to enhance the accuracy of computationally efficient, intermediate fidelity modeling, high-fidelity simulation may be used to generate correlative data. For this research, NekRS, a GPU-enabled spectral-element computational fluid dynamics code, was used in order to produce the high-fidelity flow data for beds of 1,568 and 45,000 pebbles. Idaho National Lab's Pronghorn porous media code was used as the intermediate fidelity code. The results of the high-fidelity model were separated into multiple concentric regions in order to extract porosity and velocity averages in each region. The porosity values were input into the Pronghorn model and the resulting velocity profile was compared with that from NekRS. Both cases were run with a Reynolds number of 20,000 based on pebble diameter. The Pronghorn results were found to significantly overestimate the velocity in the outermost region indicating that changes in the porosity alone do not cause the difference in fluid velocity. We conclude that further work is necessary to develop a more effective drag coefficient correlation for the near-wall region and improve predictive capabilities of intermediate fidelity models.