Home / Store / Journals / Electronic Articles / Nuclear Science and Engineering / Volume 50 / Number 1 / Pages 3-9
J. T. Kriese, C. E. Siewert, Y. Yener
Nuclear Science and Engineering / Volume 50 / Number 1 / Pages 3-9
Format:electronic copy (download)
The elementary solutions of the two-group neutron-transport equation are used to solve critical problems for finite slabs and spheres. The half-range orthogonality properties of the basic eigenvectors are used, along with the fundamental H -matrix, to reduce the encountered system of singular integral equations to a system of Fredholm-type equations, and these final equations are solved iteratively to yield accurate predictions of the two-group values of the extrapolated endpoint and critical dimensions for a selected set of slabs and spheres.
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