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Original Articles

The cylindrical critical problem for an extremely anisotropic kernel

Pages 187-192 | Published online: 20 Aug 2006

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A.K. Kulkarni, S.D. Paranjape, V. Kumar & D.C. Sahni. (1994) Nonmonotonic behavior of the ‘C’ eigenvalue of the one-speed neutron transport problem in two-dimensional cylindrical (R,Z) geometry. Transport Theory and Statistical Physics 23:6, pages 893-906.
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D.C. Sahni & N.G. Sjöstrand. (1991) Non-monotonic variation of the criticality factor with the degree of anisotropy in one-speed neutron transport. Transport Theory and Statistical Physics 20:4, pages 339-349.
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C. Tezcan. (1981) Built-in reflection effect. Transport Theory and Statistical Physics 10:3, pages 105-111.
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Articles from other publishers (7)

C. Yildiz. (2001) The spherical harmonics method for anisotropic scattering in neutron transport theory: the critical sphere problem. Journal of Quantitative Spectroscopy and Radiative Transfer 71:1, pages 25-37.
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C. Yildiz. (1998) Variation of the critical slab thickness with the degree of strongly anisotropic scattering in one-speed neutron transport theory. Annals of Nuclear Energy 25:8, pages 529-540.
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C. Tezcan. (1996) Third form of the transport equation for extremely anisotropic scattering kernel. Journal of Quantitative Spectroscopy and Radiative Transfer 55:1, pages 33-40.
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Cevdet Tezcan & Cemal Yildiz. (1995) The effect of forward, backward and linear anisotropic scattering on the critical slab thickness. Journal of Quantitative Spectroscopy and Radiative Transfer 53:6, pages 687-691.
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F. Erdogan & C. Tezcan. (1995) The milne problem for extremely anisotropic scattering with the PL method. Journal of Quantitative Spectroscopy and Radiative Transfer 53:6, pages 681-686.
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C. Tezcan & C. Yildiz. (1993) The transformation of PL solutions for extremely anisotropic scattering to solutions with isotropic scattering and application to the critical slab problem. Journal of Quantitative Spectroscopy and Radiative Transfer 49:4, pages 411-416.
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D.C. Sahni & N.G. Sjöstrand. (1990) Criticality and time eigenvalues in one-speed neutron transport. Progress in Nuclear Energy 23:3, pages 241-289.
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