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

Gert Van den Eynde; Hamid Aït Abderrahim

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

Gert Van den Eynde, Hamid Aït Abderrahim

Research output › peer-review

Abstract

In a recent paper by Anli et. al. the calculation of the discrete eigenvalue spectrum of the neutron transport equation corresponding to a specific scattering kernel is discussed. We believe this paper to contain some inconsistencies and errors. This letter tries to clarify the issue at hand.

Original language	English
Pages (from-to)	98-100
Journal	Nuclear Science and Engineering
Volume	153
Issue number	1
State	Published - 1 May 2006

Cite this

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title = "Comments on {"}General Eigenvalue Spectrum in a One-Dimensional Slab Geometry Transport Equation{"}",

abstract = "In a recent paper by Anli et. al. the calculation of the discrete eigenvalue spectrum of the neutron transport equation corresponding to a specific scattering kernel is discussed. We believe this paper to contain some inconsistencies and errors. This letter tries to clarify the issue at hand.",

keywords = "eigenvalue spectrum, transport equation",

author = "{Van den Eynde}, Gert and {A{\"i}t Abderrahim}, Hamid",

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N2 - In a recent paper by Anli et. al. the calculation of the discrete eigenvalue spectrum of the neutron transport equation corresponding to a specific scattering kernel is discussed. We believe this paper to contain some inconsistencies and errors. This letter tries to clarify the issue at hand.

AB - In a recent paper by Anli et. al. the calculation of the discrete eigenvalue spectrum of the neutron transport equation corresponding to a specific scattering kernel is discussed. We believe this paper to contain some inconsistencies and errors. This letter tries to clarify the issue at hand.

KW - eigenvalue spectrum

KW - transport equation

UR - http://ecm.sckcen.be/OTCS/llisapi.dll/open/ezp_27117

UR - http://knowledgecentre.sckcen.be/so2/bibref/3434

M3 - Article

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