A new perspective on some approximations used in neutron transport modeling (original) (raw)

A family of transport equations in neutron transport theory

Anil Prinja

Annals of Nuclear Energy, 1991

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The FN solution of the time-dependent neutron transport equation for a sphere with forward scattering

cemal yıldız

Journal of Quantitative Spectroscopy and Radiative Transfer, 2002

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Identification and properties of the fundamental expansion functions for neutron transport in an infinite homogeneous medium

Michael Milgram

Annals of Nuclear Energy, 2005

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Time eigenvalues of the one-speed neutron transport equation for spherically asymmetric modes in a homogeneous sphere

deepak sahni

Annals of Nuclear Energy, 1991

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On the Factorized Kernel Approach for Solving Multidimensional Neutron Transport Problems

Dinesh Sahni

Nuclear Science and Engineering, 1980

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The spectral element method for static neutron transport in AN approximation. Part I

Ernest Mund

Annals of Nuclear Energy, 2013

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Nodal collocation method for the multidimensional P L equations applied to neutron transport source problems

Damian Ginestar

Annals of Nuclear Energy

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Practical solution for a three-dimensional problem of integral neutron transport theory

G. Spiga

Meccanica, 1975

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The Application of Phase-Space Finite Elements to the One-Dimensional Neutron Transport Equation

Elmer Lewis

Nuclear Science and Engineering, 1973

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Boundary and interface function method for one dimensional neutron transport

Arlyn Antolak

1979

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On the Slowing Down and Transport of Neutrons in an Infinite Medium

Dan Cacuci

Nuclear Science and Engineering, 1991

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Second-Order Neutron Transport Methods

Enrico Sartori

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Microscopic calculations of transport properties of neutron matter

Marco Valli, Omar Benhar

Physical Review C, 2010

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An overview of the Boltzmann transport equation solution for neutrons, photons and electrons in Cartesian geometry

Marco Vilhena

Progress in Nuclear Energy, 2011

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Second Type Chebyshev Polynomial Approximation to Linearly Anisotropic Neutron Transport Equation in Slab Geometry

tahsin ozer

2015

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A simple scheme for the direct evaluation of time-eigenvalues of neutron transport equation

anurag gupta

Annals of Nuclear Energy, 2003

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An adaptive finite element approach for neutron transport equation

imen jaouani

Nuclear Engineering and Design, 2011

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Formulation of a Ritz-Galerkin type procedure for the approximate solution of the neutron transport equation

Hans Kaper

Journal of Mathematical Analysis and Applications, 1975

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THE NEUTRON TRANSPORT EQUATION

Edward A

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Discontinuous finite element formulations for neutron transport in spherical geometry

Atilla Ozgener

Annals of Nuclear Energy, 2014

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Diffusion Approximation to Neutron Transport Equation with First Kind of Chebyshev Polynomials

Ahmet Bülbül

2015

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Cellular neural network to the spherical harmonics approximation of neutron transport equation in< i> x–< i> y geometry. Part I: Modeling and verification for time-independent solution

Kamal Hadad

2011

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Computation of higher spherical harmonics moments of the angular flux for neutron transport problems in spherical geometry

Dinesh Sahni

Annals of Nuclear Energy, 2000

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Analysis of a Fully Discrete Scheme for Neutron Transport in Two-Dimensional Geometry

M. Asadzadeh

SIAM Journal on Numerical Analysis, 1986

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Progress in Multidimensional Neutron Transport Computation

Elmer Lewis

Nuclear Science and Engineering, 1977

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An alternative solution of the neutron diffusion equation in cylindrical symmetry

Saed Dababneh

Annals of Nuclear Energy, 2011

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An arbitrary geometry finite element method for the adjoint neutron transport equation

Mostafa Yousefi

Annals of Nuclear Energy, 2017

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Elaboration d'une accélération et d'un schéma d'ordre supérieur pour la résolution de l'équation du transport des neutrons avec la méthode des caractéristiques pour des géométries 3D axiales

Daniele Sciannandrone

2015

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Spherical Harmonics and a Semidiscrete Finite Element Approximation for the Transport Equation

Tobias Geback

Transport Theory and Statistical Physics, 2012

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Generalized Equivalence Theory Used with Spatially Linear Sources in the Method of Characteristics for Neutron Transport

Kord Smith

Nuclear Science and Engineering, 2020

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One-speed neutron transport in reflected spheres

Dinesh Sahni

Annals of Nuclear Energy, 1997

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