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Journal of Computational and Theoretical Transport Volume 43, 2014 - Issue 1-7: Papers from the 23rd International Conference on Transport Theory
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Original Articles

A Least-Squares Transport Equation Compatible with Voids

Jon HansenDepartment of Nuclear Engineering, Texas A&M University, College Station, Texas, USACorrespondence[email protected]
,
Jacob PetersonDepartment of Nuclear Engineering, Texas A&M University, College Station, Texas, USA
,
Jim MorelDepartment of Nuclear Engineering, Texas A&M University, College Station, Texas, USA
,
Jean RagusaDepartment of Nuclear Engineering, Texas A&M University, College Station, Texas, USA
&
Yaqi WangIdaho National Laboratory, Idaho Falls, Idaho, USA
Pages 374-401 | Published online: 15 Sep 2014

Citations (7)

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Read on this site (2)

Hans R. Hammer, Jim E. Morel & Yaqi Wang. (2019) A Weighted Least-Squares Transport Equation Compatible with Source Iteration and Voids. Nuclear Science and Engineering 193:4, pages 388-403.
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Vincent M. Laboure, Ryan G. McClarren & Yaqi Wang. (2017) Globally Conservative, Hybrid Self-Adjoint Angular Flux and Least-Squares Method Compatible with Voids. Nuclear Science and Engineering 185:2, pages 294-306.
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Articles from other publishers (5)

Zachary M. Prince, Joshua T. Hanophy, Vincent M. Labouré, Yaqi Wang, Logan H. Harbour & Namjae Choi. (2024) Neutron transport methods for multiphysics heterogeneous reactor core simulation in Griffin. Annals of Nuclear Energy 200, pages 110365.
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Pingzhou Ming. 2021. Nuclear Materials. Nuclear Materials.
C. Latimer, J. Kópházi, M.D. Eaton & R.G. McClarren. (2020) A geometry conforming, isogeometric, weighted least squares (WLS) method for the neutron transport equation with discrete ordinate (S ) angular discretisation . Progress in Nuclear Energy 121, pages 103238.
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C. Latimer, J. Kópházi, M.D. Eaton & R.G. McClarren. (2020) A geometry conforming isogeometric method for the self-adjoint angular flux (SAAF) form of the neutron transport equation with a discrete ordinate ( ) angular discretisation . Annals of Nuclear Energy 136, pages 107049.
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D. Le Hardy, Y. Favennec, B. Rousseau & F. Hecht. (2017) Specular reflection treatment for the 3D radiative transfer equation solved with the discrete ordinates method. Journal of Computational Physics 334, pages 541-572.
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