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THE ROSENBLUTH FORMULA

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Abstract

The Rosenbluth formula, defined as the theoretical expression for the differential cross section for electronproton scattering under one-photon- exchange, is discussed. Electron-proton amd positron-proton scattering are compared using the formula. Some possible corrections to the Rosenbluth formula are discussed. The effects of nonelectromagnetic interactions and two-photon- exchange, with the possibility of Regge pole behavior, are also discussed. (R.E.U.)
Authors:
Publication Date:
Jun 15, 1963
Product Type:
Conference
Report Number:
CONF-122-20; AED-Conf-63-101-14
Reference Number:
NSA-18-009211
Resource Relation:
Conference: International Conference on Nucleon Structure, Stanford, CA (United States), 24-27 Jun 1963
Subject:
PHYSICS; CROSS SECTIONS; ELECTRONS; ELEMENTARY PARTICLES; FIELD THEORY; INTERACTIONS; NUCLEONS; NUMERICALS; PARTICLE MODELS; PHOTONS; POSITRONS; PROTONS; REGGE POLES; ROSENBLUTH FORMULA; SCATTERING
Sponsoring Organizations:
Sponsor not identified
OSTI ID:
4879243
Research Organizations:
Univ. of Minnesota, Minneapolis, MN (United States)
Country of Origin:
United States
Language:
English
Submitting Site:
DTIE
Size:
Pages: 17
Announcement Date:
Dec 31, 1964

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Citation Formats

Yennie, D. R. THE ROSENBLUTH FORMULA. United States: N. p., 1963. Web.
Yennie, D. R. THE ROSENBLUTH FORMULA. United States.
Yennie, D. R. 1963. "THE ROSENBLUTH FORMULA." United States.
@misc{etde_4879243,
title = {THE ROSENBLUTH FORMULA}
 author = {Yennie, D. R.}
 abstractNote = {The Rosenbluth formula, defined as the theoretical expression for the differential cross section for electronproton scattering under one-photon- exchange, is discussed. Electron-proton amd positron-proton scattering are compared using the formula. Some possible corrections to the Rosenbluth formula are discussed. The effects of nonelectromagnetic interactions and two-photon- exchange, with the possibility of Regge pole behavior, are also discussed. (R.E.U.)}
 place = {United States}
 year = {1963}
 month = {Jun}
 }