Abstract
It is presented a method for the Resonance Integral Calculation in the fuel and moderator regions, including the shadowing effect. This effect appears due to the presence of several fuel rods in a infinite moderator region. The method is based on the approximations to the J ({xi}, {beta}) function and theirs partial derivatives in relation to {beta}. The dependence of the Resonance Integral in the J ({xi}, {beta}) comes from the rational approximation to the neutron escape probability. The final results were obtained in a very simple and fast way, and they show the good accuracy of the method. (author).
Monteiro, M A.M.;
[1]
Martinez, A S
[2]
- NUCLEN, Rio de Janeiro, RJ (Brazil)
- Universidade Federal, Rio de Janeiro, RJ (Brazil). Coordenacao dos Programas de Pos-graduacao de Engenharia
Citation Formats
Monteiro, M A.M., and Martinez, A S.
Resonance integral analytical calculation considering shadowing effect. Calculo analitico da integral de ressonancia considerando o efeito de sombreamento.
Brazil: N. p.,
1990.
Web.
Monteiro, M A.M., & Martinez, A S.
Resonance integral analytical calculation considering shadowing effect. Calculo analitico da integral de ressonancia considerando o efeito de sombreamento.
Brazil.
Monteiro, M A.M., and Martinez, A S.
1990.
"Resonance integral analytical calculation considering shadowing effect. Calculo analitico da integral de ressonancia considerando o efeito de sombreamento."
Brazil.
@misc{etde_6965800,
title = {Resonance integral analytical calculation considering shadowing effect. Calculo analitico da integral de ressonancia considerando o efeito de sombreamento}
author = {Monteiro, M A.M., and Martinez, A S}
abstractNote = {It is presented a method for the Resonance Integral Calculation in the fuel and moderator regions, including the shadowing effect. This effect appears due to the presence of several fuel rods in a infinite moderator region. The method is based on the approximations to the J ({xi}, {beta}) function and theirs partial derivatives in relation to {beta}. The dependence of the Resonance Integral in the J ({xi}, {beta}) comes from the rational approximation to the neutron escape probability. The final results were obtained in a very simple and fast way, and they show the good accuracy of the method. (author).}
place = {Brazil}
year = {1990}
month = {Jan}
}
title = {Resonance integral analytical calculation considering shadowing effect. Calculo analitico da integral de ressonancia considerando o efeito de sombreamento}
author = {Monteiro, M A.M., and Martinez, A S}
abstractNote = {It is presented a method for the Resonance Integral Calculation in the fuel and moderator regions, including the shadowing effect. This effect appears due to the presence of several fuel rods in a infinite moderator region. The method is based on the approximations to the J ({xi}, {beta}) function and theirs partial derivatives in relation to {beta}. The dependence of the Resonance Integral in the J ({xi}, {beta}) comes from the rational approximation to the neutron escape probability. The final results were obtained in a very simple and fast way, and they show the good accuracy of the method. (author).}
place = {Brazil}
year = {1990}
month = {Jan}
}