Accession Number : AD0739910
Title : The Adjoint Difference Method and Its Application to Deep-Penetration Radiation Transport.
Descriptive Note : Final rept. 1 Nov 70-1 Nov 71,
Corporate Author : TENNESSEE UNIV KNOXVILLE DEPT OF NUCLEAR ENGINEERING
Personal Author(s) : Hoffman,Thomas J. ; Robinson,James C. ; Stevens,Paul N.
Report Date : FEB 1972
Pagination or Media Count : 84
Abstract : The problem of determining the effect of interest in a geometrically complex object (vehicle) far removed from the radiation source is important in the area of radiation transport. The direct solution to this problem involves a deep-penetration, Monte Carlo calculation. Calculations of this type are always costly, and often impossible. To deal with this problem, the adjoint difference method was developed. This method decomposes the original problem into two independent calculations: A geometrically simple (one- or two-dimensional) deep-penetration calculation that is independent of the vehicle; A localized, three-dimensional calculation that is independent of the radiation source. (Author)
Descriptors : (*NUCLEAR RADIATION, *SHIELDING), GAMMA RAYS, NEUTRON FLUX, INTEGRALS, MONTE CARLO METHOD, PERTURBATION THEORY, APPROXIMATION(MATHEMATICS), COMPUTER PROGRAMMING, NEUTRON TRANSPORT THEORY
Subject Categories : Nuclear Radiation Shield, Protection & Safety
Radioactiv, Radioactive Wastes & Fission Prod
Distribution Statement : APPROVED FOR PUBLIC RELEASE