BeO基模衰减常数中B6项系数的评定

M.P. Navalkar, D.V.S. Ramakrishna
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引用次数: 0

摘要

按照Nelkin和Beckurts的方法,对脉冲有限慢化剂组合的中子通量进行了B2次幂的扩展。从扩散理论和输运理论推导了扩散冷却系数和B2项系数的表达式。利用Singwi给出的非相干近似中的Nelkin核和输运截面,对BeO减速剂的这些参数进行了评估。以0.9 meV的能量网格和0.3 eV的截止能量进行了数值计算。扩散冷却系数的理论值为3.4 × 105 cm5 sec−1,位于实验值(3.5 - 6)× 105 cm4 sec−1的下端。由于f系数的实验误差较大,无法得出结论。根据理论计算的负f值,可以得出BeO的热化功率随着中子温度的降低而减小的结论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evaluation of the coefficient of B6 term in the decay constant of fundamental mode for BeO

The neutron flux in the case of pulsed finite moderator assemblies has been expanded in powers of B2, following the method of Nelkin and Beckurts. Expressions for the diffusion cooling coefficient and the coefficient of B2 term have been derived both on diffusion and transport theory. Using the Nelkin kernel in the incoherent approximation and transport cross sections as given by Singwi, these parameters have been evaluated for BeO moderator. Numerical calculations have been done with an energy mesh of 0·9 meV and cut-off energy of 0·3 eV.

The theoretical value of 3·4 × 105 cm5 sec−1 for the diffusion cooling coefficient is on the lower side of the experimental value which lies between (3·5–6) × 105 cm4 sec−1. In view of the large experimental errors on F-coefficient, no conclusion could be drawn.

On the basis of the theoretically calculated negative F-value, one concludes that the thermalization power for BeO decreases with a decrease in neutron temperature.

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