Analysis of a fully discrete scheme for neutron transport in two-dimensional geometry.
Journal article, 1986
We derive error estimates for a fully discrete scheme for the numerical solution of the neutron transport equation in two-dimensional Cartesian geometry obtained by using a special quadrature rule for the angular variable and the discontinuous Galerkin finite element method with piecewise linear trial function for the space variable
fully discrete scheme
error estimate
scalar flux
finite element method
quadrature rule
neutron transport
Author
Mohammad Asadzadeh
Department of mathematics
University of Gothenburg
SIAM Journal on Numerical Analysis
Vol. 23 3 543-561
Subject Categories
Computational Mathematics