Home / Store / Journals / Electronic Articles / Nuclear Science and Engineering / Volume 137 / Number 3 / Pages 400-410
B. D. Ganapol
Nuclear Science and Engineering / Volume 137 / Number 3 / Pages 400-410
Format:electronic copy (download)
A new Fourier transform approach to the solution of the multigroup transport equation with anisotropic scattering and isotropic source is presented. Through routine analytical continuation, the inversion contour is shifted from the real line to produce contributions from the poles and cuts in the complex plane. The integrand along the branch cut is then recast in terms of matrix continuum singular eigenfunctions, demonstrating equivalence of Fourier transform inversion and the singular eigenfunction expansion. The significance of this paper is that it represents the initial step in revealing the intimate connection between the Fourier transform and singular eigenfunction approaches as well as serves as a basis for a numerical algorithm.
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