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BROADENING OF BALMER LINES FOR HIGH QUANTUM NUMBER

Abstract

It is shown that the impact theory breakdown at sufficiently large distances from the line center in effect lowers the principle quantum number at which electron broadening might otherwise be assumed to dominate. Since the impact theory breaks down and effectively the impact widths decrease progressively for the line components more distant from the center, the contributions of the components to the folding integral decrease rapidly except at their own positions. (R.E.U.)
Authors:
Publication Date:
Oct 15, 1963
Product Type:
Conference
Report Number:
CONF-364-1; AED-Conf-195-3
Reference Number:
NSA-18-008949
Resource Relation:
Conference: 16th Annual Gaseous Electronics Conference, Pittsburgh, PA (United States) 16-18 Oct 1963
Subject:
PHYSICS; BALMER LINES; COLLISIONS; DIFFERENTIAL EQUATIONS; ELECTRONS; INTEGRALS; LINE BROADENING; MATHEMATICS; QUANTUM MECHANICS; SPECTRA; SPECTRAL SHIFT
Sponsoring Organizations:
Sponsor not identified
OSTI ID:
4879220
Research Organizations:
Lockheed Missiles and Space Co., Palo Alto, CA (United States)
Country of Origin:
United States
Language:
English
Submitting Site:
DTIE
Size:
Pages: 9
Announcement Date:
Dec 31, 1964

Citation Formats

Armstrong, B. H. BROADENING OF BALMER LINES FOR HIGH QUANTUM NUMBER. United States: N. p., 1963. Web.
Armstrong, B. H. BROADENING OF BALMER LINES FOR HIGH QUANTUM NUMBER. United States.
Armstrong, B. H. 1963. "BROADENING OF BALMER LINES FOR HIGH QUANTUM NUMBER." United States.
@misc{etde_4879220,
title = {BROADENING OF BALMER LINES FOR HIGH QUANTUM NUMBER}
author = {Armstrong, B. H.}
abstractNote = {It is shown that the impact theory breakdown at sufficiently large distances from the line center in effect lowers the principle quantum number at which electron broadening might otherwise be assumed to dominate. Since the impact theory breaks down and effectively the impact widths decrease progressively for the line components more distant from the center, the contributions of the components to the folding integral decrease rapidly except at their own positions. (R.E.U.)}
place = {United States}
year = {1963}
month = {Oct}
}