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Improved Convergence Rate of Multi-Group Scattering Moment Tallies for Monte Carlo Neutron Transport Codes.

机译:蒙特卡洛中子传输码的改进的多组散射矩演算的收敛速度。

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摘要

Multi-group scattering moment matrices are critical to the solution of the multi-group form of the neutron transport equation, as they are responsible for describing the change in direction and energy of neutrons. These matrices, however, are difficult to correctly calculate from the measured nuclear data with both deterministic and stochastic methods. Calculating these parameters when using deterministic methods requires a set of assumptions which do not hold true in all conditions. These quantities can be calculated accurately with stochastic methods, however doing so is computationally expensive due to the poor efficiency of tallying scattering moment matrices.;This work presents an improved method of obtaining multi-group scattering moment matrices from a Monte Carlo neutron transport code. This improved method of tallying the scattering moment matrices is based on recognizing that all of the outgoing particle information is known a priori and can be taken advantage of to increase the tallying efficiency (therefore reducing the uncertainty) of the stochastically integrated tallies. In this scheme, the complete outgoing probability distribution is tallied, supplying every one of the scattering moment matrices elements with its share of data. In addition to reducing the uncertainty, this method allows for the use of a track-length estimation process potentially offering even further improvement to the tallying efficiency.;Unfortunately, to produce the needed distributions, the probability functions themselves must undergo an integration over the outgoing energy and scattering angle dimensions. This integration is too costly to perform during the Monte Carlo simulation itself and therefore must be performed in advance by way of a pre-processing code.;The new method increases the information obtained from tally events and therefore has a significantly higher efficiency than the currently used techniques. The improved method has been implemented in a code system containing a new pre-processor code, NDPP, and a Monte Carlo neutron transport code, OpenMC. This method is then tested in a pin cell problem and a larger problem designed to accentuate the importance of scattering moment matrices. These tests show that accuracy was retained while the figure-of-merit for generating scattering moment matrices and fission energy spectra was significantly improved.
机译:多组散射矩矩阵对于解决中子输运方程的多组形式至关重要,因为它们负责描述中子方向和能量的变化。但是,使用确定性方法和随机方法都很难从测得的核数据中正确计算出这些矩阵。使用确定性方法时计算这些参数需要一组假设,但并非在所有情况下都成立。这些数量可以用随机方法精确地计算,但是由于计算散射矩矩阵的效率低,这样做的计算量很大。这项工作提出了一种从蒙特卡洛中子传输码获得多组散射矩矩阵的改进方法。这种对散射矩矩阵进行计数的改进方法是基于认识到所有传出粒子信息都是先验已知的,可以利用该方法来提高随机积分计数的计数效率(从而降低不确定性)。在该方案中,计算出完整的出局概率分布,为每个散射矩矩阵元素提供其数据份额。除了减少不确定性之外,该方法还允许使用轨道长度估计过程,从而可能进一步提高计数效率。不幸的是,要生成所需的分布,概率函数本身必须在输出变量上进行积分能量和散射角尺寸。这种集成的成本太高,无法在蒙特卡洛仿真过程中执行,因此必须通过预处理代码预先执行。;该新方法增加了从提示事件中获取的信息,因此比目前的效率要高得多。二手技术。改进的方法已在包含新预处理程序代码NDPP和蒙特卡洛中子传输代码OpenMC的代码系统中实现。然后在pin单元问题和旨在强调散射矩矩阵重要性的更大问题中测试了此方法。这些测试表明,保留了精度,同时显着提高了产生散射矩矩阵和裂变能谱的品质因数。

著录项

  • 作者

    Nelson, Adam.;

  • 作者单位

    University of Michigan.;

  • 授予单位 University of Michigan.;
  • 学科 Nuclear engineering.;Radiation.
  • 学位 Ph.D.
  • 年度 2014
  • 页码 234 p.
  • 总页数 234
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:54:11

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