Home / Store / Journals / Electronic Articles / Nuclear Science and Engineering / Volume 52 / Number 1 / Pages 147-150
Nuclear Science and Engineering / Volume 52 / Number 1 / Pages 147-150
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The functional analysis technique is applied for estimating upper bounds of changes in eigenvalues of integral equations. In particular, the method is used to determine the value of the time decay constant resulting from perturbations in a steady-state system. The method has no restrictive limitations as to the type of operator. The applications of this method are illustrated by examples from reactor theory. The effect of changes in cross sections of a fast system on the decay constant is studied.
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