均质高富集铀氢临界组件实验数据的经验关联——ⅰ。几何变化

B.G. Owen, R.A. Gibson
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引用次数: 0

摘要

提出了一种经验方法来确定临界组件材料的常数(Bo2),该常数对应于材料的屈曲。通过使用两个经验方程和一组几何屈曲关系,可以实现简单形状的任何几何变化,无论是由含氢材料反射的还是不反射的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Empirical Correlation of the Experimental Data on Homogeneous, Highly Enriched Uranium-Hydrogen Critical Assemblies—I. Changes of Geometry

An empirical approach is proposed to the determination of a constant (Bo2) of the materials of the critical assembly which corresponds to the material buckling.

By using two empirical equations and the one-group geometrical buckling relations any change of geometry, reflected by hydrogenous materials or unreflected, may be accomplished for simple shapes.

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