You need JavaScript to view this

Comparison of neutronic transport equation resolution nodal methods; Comparacion de metodos nodales para la resolucion de la ecuacion de transporte neutronico

Abstract

In this work, some transport equation resolution nodal methods are comparatively studied: the constant-constant (CC), linear-nodal (LN) and the constant-quadratic (CQ). A nodal scheme equivalent to finite differences has been used for its programming, permitting its inclusion in existing codes. Some bidimensional problems have been solved, showing that linear-nodal (LN) are, in general, obtained with accuracy in CPU shorter times. (Author). [Espanol] En el presente trabajo, se estudian, comparativamente algunos metodos nodales de resolucion de la ecuacion de transporte: el constante-constante (CC), lineal-nodal (LN) y el constante-cuadratico (CQ). Para su programacion han sido llevados a un esquema nodal equivalente a diferencias finitas (NEFD), con lo cual su inclusion en codigos existentes resulta sencilla. Se resuelven algunos problemas bidimensionales demostrandose que con el LN en general se obtienen buenas precisiones en menores tiempos de CPU. (Autor).
Publication Date:
Dec 31, 1990
Product Type:
Conference
Report Number:
INIS-mf-13251; CONF-9010363-
Reference Number:
SCA: 663610; 990200; PA: AIX-23:056016; SN: 92000775515
Resource Relation:
Conference: 18. annual meeting of the Argentine Association of Nuclear Technology (AANT),18. Reunion anual de la Asociacion Argentina de Tecnologia Nuclear,Buenos Aires (Argentina),22-26 Oct 1990; Other Information: DN: Pre-conference paper.; PBD: 1990
Subject:
73 NUCLEAR PHYSICS AND RADIATION PHYSICS; 99 GENERAL AND MISCELLANEOUS//MATHEMATICS, COMPUTING, AND INFORMATION SCIENCE; NEUTRON TRANSPORT; COMPARATIVE EVALUATIONS; NODAL EXPANSION METHOD; COMPUTER CALCULATIONS; EQUATIONS; LEGENDRE POLYNOMIALS; NEUTRON FLUX; NEUTRON TRANSPORT THEORY; NUMERICAL SOLUTION; TWO-DIMENSIONAL CALCULATIONS; 663610; 990200; NEUTRON PHYSICS; MATHEMATICS AND COMPUTERS
OSTI ID:
10156716
Research Organizations:
Comision Nacional de Energia Atomica, San Carlos de Bariloche (Argentina). Centro Atomico Bariloche
Country of Origin:
Argentina
Language:
Spanish
Other Identifying Numbers:
Other: ON: DE92637111; TRN: AR9200069056016
Availability:
OSTI; NTIS (US Sales Only); INIS
Submitting Site:
INIS
Size:
9 p.
Announcement Date:
Jul 06, 2005

Citation Formats

Zamonsky, O M, and Gho, C J. Comparison of neutronic transport equation resolution nodal methods; Comparacion de metodos nodales para la resolucion de la ecuacion de transporte neutronico. Argentina: N. p., 1990. Web.
Zamonsky, O M, & Gho, C J. Comparison of neutronic transport equation resolution nodal methods; Comparacion de metodos nodales para la resolucion de la ecuacion de transporte neutronico. Argentina.
Zamonsky, O M, and Gho, C J. 1990. "Comparison of neutronic transport equation resolution nodal methods; Comparacion de metodos nodales para la resolucion de la ecuacion de transporte neutronico." Argentina.
@misc{etde_10156716,
title = {Comparison of neutronic transport equation resolution nodal methods; Comparacion de metodos nodales para la resolucion de la ecuacion de transporte neutronico}
author = {Zamonsky, O M, and Gho, C J}
abstractNote = {In this work, some transport equation resolution nodal methods are comparatively studied: the constant-constant (CC), linear-nodal (LN) and the constant-quadratic (CQ). A nodal scheme equivalent to finite differences has been used for its programming, permitting its inclusion in existing codes. Some bidimensional problems have been solved, showing that linear-nodal (LN) are, in general, obtained with accuracy in CPU shorter times. (Author). [Espanol] En el presente trabajo, se estudian, comparativamente algunos metodos nodales de resolucion de la ecuacion de transporte: el constante-constante (CC), lineal-nodal (LN) y el constante-cuadratico (CQ). Para su programacion han sido llevados a un esquema nodal equivalente a diferencias finitas (NEFD), con lo cual su inclusion en codigos existentes resulta sencilla. Se resuelven algunos problemas bidimensionales demostrandose que con el LN en general se obtienen buenas precisiones en menores tiempos de CPU. (Autor).}
place = {Argentina}
year = {1990}
month = {Dec}
}