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Simple determination of low power on reflected reactors using Feynman-$$alpha$$ experiment

Feynman-$$alpha$$法による反射体付原子炉の低出力の簡単な決定

岡嶋 成晃  ; 成田 正邦*; 小林 圭二*

Okajima, Shigeaki; Narita, M.*; Kobayashi, Keiji*

原子炉の低出力計をFeynman-$$alpha$$法を用いて較正するには、1点炉近似より求められた出力と空間補正因子であるg因子との積より求められる。

When a low power meter for a reactor is calibrated by using the Feynman-$$alpha$$ methode, the absolute power is obtained by the product of the power deduced from the one-point reactor formula and the ${it g}$-factor which was introduced as the spatila correction factor on the Rossi-$$alpha$$ measurement. In this paper, for the purpose of ezperimental usage, formulae of the ${it g}$-factor for the different geometries are derived by one speed approximation and its characteristics are systematically surveyed. A simple formula of the ${it g}$-factor for a spherical core is presented and applied. This formula can estimate the value of the ${it g}$-factor with appropriate accuracy.

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パーセンタイル:40.26

分野:Nuclear Science & Technology

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