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Nuclear Science and Engineering Volume 186, 2017 - Issue 1
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Technical Papers

Fourier Convergence Analysis of the Infinite Homogenous Multigroup Time-Dependent Boltzmann Transport Equation Using Discrete Ordinates Formulation

Ang ZhuUniversity of Michigan, Department of Nuclear Engineering and Radiological Science, Ann Arbor, Michigan48105
,
Yunlin XuUniversity of Michigan, Department of Nuclear Engineering and Radiological Science, Ann Arbor, Michigan48105Correspondence[email protected]
&
Thomas DownarUniversity of Michigan, Department of Nuclear Engineering and Radiological Science, Ann Arbor, Michigan48105
Pages 23-36 | Received 21 Jun 2016, Accepted 15 Sep 2016, Published online: 23 Feb 2017

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Boran Kong, Longfei Xu & Baiwen Li. Convergence Study of 2D Transport Method for Multigroup k-Eigenvalue Problems with High-Order Scattering Source Using Fourier Analysis. Nuclear Science and Engineering 0:0, pages 1-19.
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Articles from other publishers (4)

Boran Kong, Kaijie Zhu, Han Zhang, Chen Hao, Jiong Guo & Fu Li. (2022) Convergence study of DGFEM SN based 2D/1D coupling method for solving neutron transport k-eigenvalue problems with Fourier analysis. Annals of Nuclear Energy 177, pages 109327.
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Lakshay Jain, Prabhakaran Mohanakrishnan, Ramamoorthy Karthikeyan & Umasankari Kannan. (2021) Convergence study of CMFD based acceleration schemes for multi-group transport calculations with fission source using fourier analysis. Annals of Nuclear Energy 160, pages 108314.
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Lakshay Jain, Mohanakrishnan Prabhakaran, Ramamoorthy Karthikeyan & Umasankari Kannan. (2021) Convergence analysis of the non-linear CMFD schemes for acceleration of multi-group fixed source neutron transport calculations. Annals of Nuclear Energy 153, pages 108041.
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Qicang Shen, Yunlin Xu & Thomas Downar. (2019) Stability analysis of the CMFD scheme with linear prolongation. Annals of Nuclear Energy 129, pages 298-307.
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