论文信息 - Fourier Transform Transport Solutions in Spherical Geometry

Fourier Transform Transport Solutions in Spherical Geometry

Abstract New transport solutions in infinite spherical geometry related to solutions in plane geometry are obtained through a Fourier transform analysis. The analysis leads to the true Green's function for spherical symmetry which is used in combination with Placzek's lemma to treat a finite spherical shell.

Barry D Ganapol | B. Ganapol

[1] B. Davison,et al. Angular distribution due to an isotropic point source and spherically symmetrical eigensolutions of the transport equation (MT-112) , 2000 .

[2] Paul F. Zweifel,et al. Neutron Transport Theory , 1967 .

[3] B. Ganapol. A consistent theory of neutral particle transport in an infinite medium , 2000 .

[4] B. Ganapol. A Heterogeneous Medium Analytical Benchmark , 1999 .

[5] Jet Wimp,et al. Computation with recurrence relations , 1986 .

[6] G. C. Pomraning,et al. Linear Transport Theory , 1967 .

[7] Leon M. Hall,et al. Special Functions , 1998 .