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The spherical harmonics method, II (application to problems with plane and spherical symmetry)

Technical Report:

Abstract

The application of the spherical harmonic method to problems with plane or spherical symmetry is discussed in detail. The numerical results of some applications already made are included to indicate the degree of convergence obtained. Formulae for dealing with distributions of isotropic sources are developed. Tables useful in applying the method are given in Section 11. (author)
Authors:
Publication Date:
Dec 15, 1958
Product Type:
Technical Report
Report Number:
AECL-490; CRT-338-REV
Resource Relation:
Other Information: 20 tabs.
Subject:
71 CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS; CALCULATION METHODS; CONVERGENCE; ISOTROPY; NUMERICAL SOLUTION; RADIATION SOURCES; SPHERICAL HARMONICS METHOD
OSTI ID:
22016396
Research Organizations:
Atomic Energy of Canada Limited, Chalk River, Ontario (Canada)
Country of Origin:
Canada
Language:
English
Other Identifying Numbers:
TRN: CA1200010103499
Availability:
Available from INIS in electronic form
Submitting Site:
CANN
Size:
98 page(s)
Announcement Date:
Jan 10, 2013

Technical Report:

Citation Formats

Mark, C. The spherical harmonics method, II (application to problems with plane and spherical symmetry). Canada: N. p., 1958. Web.
Mark, C. The spherical harmonics method, II (application to problems with plane and spherical symmetry). Canada.
Mark, C. 1958. "The spherical harmonics method, II (application to problems with plane and spherical symmetry)." Canada.
@misc{etde_22016396,
title = {The spherical harmonics method, II (application to problems with plane and spherical symmetry)}
author = {Mark, C}
abstractNote = {The application of the spherical harmonic method to problems with plane or spherical symmetry is discussed in detail. The numerical results of some applications already made are included to indicate the degree of convergence obtained. Formulae for dealing with distributions of isotropic sources are developed. Tables useful in applying the method are given in Section 11. (author)}
place = {Canada}
year = {1958}
month = {Dec}
}