Abstract
Algebraic approximations to the function J( ϵ, β) are derived to investigate temperature behaviour of the effective resonance integrals of resonances of different energy. Temperature dependences between − 1 2 for high-energy resonances and T +1 for low-energy resonances are shown to exist. The effect on the overall temperature behaviour of effective resonance integrals is discussed.
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More From: Journal of Nuclear Energy. Parts A/B. Reactor Science and Technology
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