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- W2022240581 abstract "The two-region transport equation is solved in closed form for the neutron distribution arising from a point, monoenergetic, isotropic, source at the centre of a spherical body. The body consists of a homogeneous, non-fissionable material surrounded by space. Neutron scattering is assumed elastic and isotropic in the centre-of-mass system and cross sections are assumed independent of energy. The position and energy-dependent solution is attained by the spherical harmonics method without resort to the Pn approximation and is applicable at points inside, on the surface of, and outside the sphere. It applies particularly well to moderators composed of light elements such as carbon or to hydrogenous media." @default.
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- W2022240581 date "1963-08-01" @default.
- W2022240581 modified "2023-10-17" @default.
- W2022240581 title "The P∞ point-source solution of the neutron slowing-down problem in a sphere" @default.
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