Two-group approach in neutron transport theory in plane geometry-Reference-Cited by-同舟云学术

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Two-group approach in neutron transport theory in plane geometry

Published:1961-10 Issue:1 Volume:16 Page:81-95
ISSN:0003-4916
Container-title:Annals of Physics
language:en
Short-container-title:Annals of Physics

Author:

Żelazny R,Kuszell A

Publisher

Elsevier BV

Subject

General Physics and Astronomy

Reference4 articles.

1. Elementary solutions of the transport equation and their applications

2. Neutron Transport Theory;Davison,1957

3. Solution of the Boltzmann equation with the first-order anisotropic scattering of neutrons in plane geometry;Żelazny;Ann. Phys. (NY),1961

4. Exact solution of a critical problem for a slab;Żelazny;Rept. Inst. Nuclear Research, Polish Acad. Sci. No. 160/IX, J. Math. Phys.,1961

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1. Multigroup caseology in 1D via the Fourier transform;Progress in Nuclear Energy;2008-11

2. The Linear Gas;Advances in Chemical Physics;2007-03-14

3. From Fourier Transforms to Singular Eigenfunctions for Multigroup Transport;Nuclear Science and Engineering;2001-03

4. Analytic solution of vector model kinetic equations with constant kernel and their applications;Theoretical and Mathematical Physics;1993-11

5. A CLASS OF EIGENVALUE PROBLEMS IN NEUTRON TRANSPORT THEORY * *This posthumous manuscript had been completed by the late professor Guan Zhaozhi in the first half of 1963. Received March, 1981.;Acta Mathematica Scientia;1984-12

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