首页> 外文期刊>Nuclear science and engineering >Measurement and Covariance Analysis of Reaction Cross Sections for ~(58)Ni(n,p)~(58)Co Relative to Cross Section for Formation of ~(97)Zr Fission Product in Neutron-Induced Fission of ~(232)Th and ~(238)U at Effective Neutron Energies E_n = 5.89, 10.11, and 15.87 MeV
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Measurement and Covariance Analysis of Reaction Cross Sections for ~(58)Ni(n,p)~(58)Co Relative to Cross Section for Formation of ~(97)Zr Fission Product in Neutron-Induced Fission of ~(232)Th and ~(238)U at Effective Neutron Energies E_n = 5.89, 10.11, and 15.87 MeV

机译:〜(58)Ni(n,p)〜(58)Co的反应截面的测量和协方差分析,与中子〜(232)Th和中子诱发的〜(97)Zr裂变产物形成的截面有关〜(238)U在有效中子能E_n = 5.89、10.11和15.87 MeV

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摘要

The ~(58)Ni(n,p)~(58)Co reaction cross sections have been measured relative to two monitors: the cross sections for the formation of the 97Zr fission product in neutron-induced fission of (a) ~(232)Th and of(b) ~(238)U. It is demonstrated how to generate and combine covariance matrices (using partial uncertainties and microcorrelations) in relative measurements at various stages like efficiency calibration of the high-purity germanium detector, using the ratio of ~(58)Ni(n,p)~(58)Co reaction cross section relative to monitor cross section, and in the process of normalization. We further illustrate the weighted averaging of equivalent data as applicable in relative measurements. We provide the necessary data and the corresponding table of partial uncertainties as required for compilation in the EXchange-FORmat (EXFOR) database. This helps, in principle, anyone to generate and verify the steps in the calculation of the covariance matrices in the present work. We believe that it is important for all nuclear experimental scientists to incorporate a detailed data reduction procedure, reduced data, and partial uncertainties in their publications, to the extent possible, which will be very useful in EXFOR compilation.
机译:〜(58)Ni(n,p)〜(58)Co反应截面已相对于两个监测仪进行了测量:中子引起的(a)〜(232)裂变中97Zr裂变产物形成的截面(b)〜(238)U的th和。演示了如何使用〜(58)Ni(n,p)〜(之比)在各个阶段的相对测量中(例如高纯度锗检测器的效率校准)如何生成和组合协方差矩阵(使用局部不确定性和微相关性) 58)Co反应截面相对于监控器截面,并在归一化过程中。我们进一步说明了适用于相对测量的等效数据的加权平均。我们提供必要的数据和相应的部分不确定度表,以供在EXchange-FORmat(EXFOR)数据库中进行编译。原则上,这有助于任何人在当前工作中生成和验证协方差矩阵的计算步骤。我们认为,对于所有核实验科学家而言,在其出版物中尽可能纳入详细的数据缩减程序,缩减的数据以及部分不确定性非常重要,这对于EXFOR的汇编将非常有用。

著录项

  • 来源
    《Nuclear science and engineering》 |2015年第4期|423-433|共11页
  • 作者单位

    Manipal University, Department of Statistics Manipal-576104, India;

    Bhabha Atomic Research Centre, Reactor Physics Design Division Reactor Design and Development Group Mumbai-400085, India;

    Bhabha Atomic Research Centre, Radiochemistry Division Mumbai-400085, India;

    Nuclear Physics Division, Bhabha Atomic Research Centre Mumbai-400085, India;

    Manipal University, Department of Statistics Manipal-576104, India;

    Manipal University, Department of Statistics Manipal-576104, India;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
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  • 入库时间 2022-08-18 00:42:43

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