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Technical Paper

General Eigenvalue Spectrum in a One-Dimensional Slab Geometry Transport Equation

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Pages 72-77 | Published online: 10 Apr 2017

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R. Gökhan Türeci & Demet Gülderen. (2023) Half-Space Albedo Problem for Triplet Anlı-Güngör Scattering. Journal of Computational and Theoretical Transport 52:2, pages 143-161.
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Articles from other publishers (7)

Ali Zafer Bozkır, Recep Gökhan Türeci & Dinesh Chandra Sahni. (2022) Half-space albedo problem for the Anlı-Güngör scattering function. Kerntechnik 87:2, pages 237-248.
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Hakan Öztürk & Ökkeş Ege. (2019) Solution of the finite slab criticality problem using an alternative phase function with the second kind of Chebyshev polynomials. Nuclear Science and Techniques 30:2.
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Hakan Öztürk & Ayça Şimşek Yapar. (2018) Alternative scattering kernels for the first estimates of a reactor: diffusion length. Nuclear Science and Techniques 29:3.
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A. BülbülF. Anlı. (2015) Criticality calculations with P N approximation for certain scattering parameters of Anlı-Güngör and Henyey-Greenstein phase functions in spherical geometry . Kerntechnik 80:2, pages 161-166.
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A. KaraF. Anlı. (2015) A study on the criticality of modified neutron transport equation by using alternative scattering phase functions. Kerntechnik 80:1, pages 53-57.
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H. Öztürk. (2013) Application of the Henyey-Greenstein and Anlı-Güngör phase functions for the solution of the neutron transport equation with Legendre polynomials: Reflected critical slab problem. Kerntechnik 78:5, pages 447-453.
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H. Öztürk & F. Anli. (2012) Diffusion approximation for certain scattering parameters of the Anli-Güngör phase function. Kerntechnik 77:5, pages 381-384.
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