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Effect of Higher-Harmonic Flux in Exponential Experiment for Subcriticality Measurement

机译:次谐波测量中指数实验中高次谐波通量的影响

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The effect of higher-harmonic fluxes on a subcriticality measurement by the exponential experiment was investigated. An analysis method for obtaining higher-harmonic eigenvalues and eigenfunctions of the neutron diffusion equation of which the eigenvalues are the decay constants in the exponential experiment was developed. We attempted to reproduce three-dimensional neutron flux distributions formed in the exponential experiment with superposition of higher-harmonic fluxes. Exponential experiments were performed for a subcritical rectangular fuel rod array of the TCA (Tank-type Critical Assembly) and the vertical neutron flux distributions at several horizontal locations were measured for various neutron source positions. Higher-harmonic eigenvalues and eigenfunctions in the exponential experiment were calculated to reproduce the vertical neutron fluxes. It was found that they were well reproduced within the fuel rod array or in the water-reflector region close to the array by taking account of the fewer-order harmonic fluxes. The method of higher-harmonic analysis presented in this paper enables us to evaluate the effect of higher-harmonic fluxes or to find measurement conditions such as the arrangement of a neutron source and neutron detectors for obtaining the decay constant of a fundamental mode flux.
机译:通过指数实验研究了高次谐波通量对亚临界测量的影响。提出了一种获取指数实验中特征值为衰减常数的中子扩散方程的高次谐波特征值和特征函数的分析方法。我们试图再现高次谐波通量叠加在指数实验中形成的三维中子通量分布。对TCA(坦克式关键组件)的亚临界矩形燃料棒阵列进行了指数实验,并针对各种中子源位置测量了几个水平位置的垂直中子通量分布。计算了指数实验中的高次谐波特征值和特征函数,以再现垂直中子通量。发现通过考虑到较少次谐波通量,它们在燃料棒阵列内或在靠近阵列的水反射器区域中被很好地再现。本文提出的高次谐波分析方法使我们能够评估高次谐波通量的影响,或者找到测量条件,例如中子源和中子探测器的布置,以获得基本模通量的衰减常数。

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