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Calculations of Neutron Flux Distributions by Means of Integral Transport Methods

Abstract

Flux distributions have been calculated mainly in one energy group, for a number of systems representing geometries interesting for reactor calculations. Integral transport methods of two kinds were utilised, collision probabilities (CP) and the discrete method (DIT). The geometries considered comprise the three one-dimensional geometries, planes, sphericals and annular, and further a square cell with a circular fuel rod and a rod cluster cell with a circular outer boundary. For the annular cells both methods (CP and DIT) were used and the results were compared. The purpose of the work is twofold, firstly to demonstrate the versatility and efficacy of integral transport methods and secondly to serve as a guide for anybody who wants to use the methods.
Authors:
Publication Date:
May 15, 1967
Product Type:
Technical Report
Report Number:
AE-279
Resource Relation:
Other Information: 48 refs., 26 figs., 31 tabs.
Subject:
73 NUCLEAR PHYSICS AND RADIATION PHYSICS; NEUTRON TRANSPORT THEORY; NEUTRON FLUX; FLUX DENSITY; SPHERICAL CONFIGURATION; ANNULAR SPACE; SPATIAL DISTRIBUTION
OSTI ID:
20956318
Research Organizations:
AB Atomenergi, Nykoeping (Sweden)
Country of Origin:
Sweden
Language:
English
Other Identifying Numbers:
TRN: SE0708751
Availability:
Commercial reproduction prohibited; OSTI as DE20956318
Submitting Site:
SWDN
Size:
100 pages
Announcement Date:
Dec 31, 2007

Citation Formats

Carlvik, I. Calculations of Neutron Flux Distributions by Means of Integral Transport Methods. Sweden: N. p., 1967. Web.
Carlvik, I. Calculations of Neutron Flux Distributions by Means of Integral Transport Methods. Sweden.
Carlvik, I. 1967. "Calculations of Neutron Flux Distributions by Means of Integral Transport Methods." Sweden.
@misc{etde_20956318,
title = {Calculations of Neutron Flux Distributions by Means of Integral Transport Methods}
author = {Carlvik, I}
abstractNote = {Flux distributions have been calculated mainly in one energy group, for a number of systems representing geometries interesting for reactor calculations. Integral transport methods of two kinds were utilised, collision probabilities (CP) and the discrete method (DIT). The geometries considered comprise the three one-dimensional geometries, planes, sphericals and annular, and further a square cell with a circular fuel rod and a rod cluster cell with a circular outer boundary. For the annular cells both methods (CP and DIT) were used and the results were compared. The purpose of the work is twofold, firstly to demonstrate the versatility and efficacy of integral transport methods and secondly to serve as a guide for anybody who wants to use the methods.}
place = {Sweden}
year = {1967}
month = {May}
}