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Cross sections and analyzing powers for the(p→,n)reaction on3Heand4Heat 200 MeV

Authors :
M. A. Franey
Daniel S. Carman
N. S. Chant
C. M. Riedel
M. A. Espy
Yan Alexander Wang
D. Dehnhard
J. W. Watson
B. Brinkmöller
Richard Madey
M. Palarczyk
L. C. Bland
J. L. Langenbrunner
Source :
Physical Review C. 58:645-657
Publication Year :
1998
Publisher :
American Physical Society (APS), 1998.

Abstract

Double-differential cross sections and analyzing powers A{sub y} for the ({rvec p},n) reactions on {sup 3}He and {sup 4}He were measured at 200 MeV between {theta}{sub lab}=0{degree} and 44{degree}. The neutron spectra from {sup 3}He({rvec p},n) are dominated by the quasifree scattering peak and show no evidence for resonances in the three-proton system. The spectra from {sup 4}He({rvec p},n) exhibit strong resonance behavior in the p{sup 3}He system at low relative p{sup 3}He energies owing to the excitation of known L=1 resonances in {sup 4}Li, but there is no distinct quasifree peak in the measured spectra. The experimental A{sub y} for {sup 3}He({rvec p},n), averaged over the experimental range of neutron energies, are similar to those for free nucleon-nucleon (NN) scattering, whereas for {sup 4}He({rvec p},n) the A{sub y} are generally larger than the free values. The cross sections at far forward angles for both {sup 3}He and {sup 4}He appear to be suppressed relative to the free {ital NN} cross sections by Pauli blocking. At most angles, the shapes of the cross section spectra from both {sup 3}He and {sup 4}He are reproduced by distorted-wave impulse approximation (DWIA) calculations using a quasifree scattering model. Specifically for {sup 4}He({rvec p},n),more » the model requires the use of an optical potential which has a strong L=1 potential resonance corresponding to the low-lying L=1 states in {sup 4}Li. {copyright} {ital 1998} {ital The American Physical Society}« less

Details

ISSN :
1089490X and 05562813
Volume :
58
Database :
OpenAIRE
Journal :
Physical Review C
Accession number :
edsair.doi...........28fffce4d675e9f489f56f834e2ea379
Full Text :
https://doi.org/10.1103/physrevc.58.645