Je. Mcaninch et al., ANALYZING POWER IN NEUTRON-DEUTERON ELASTIC-SCATTERING AT E(LAB)N=3 MEV, Physical review. C. Nuclear physics, 50(2), 1994, pp. 589-601
A measurement of the analyzing power A(y)(theta) in neutron-deuteron (
n-d) elastic scattering below the deuteron breakup threshold is descri
bed, including a detailed discussion of the experimental apparatus and
the treatment of systematic errors. The data provide a precise test o
f Faddeev calculations of the three-nucleon system and of the nucleon-
nucleon interaction models used as inputs to these calculations. A(y)
was measured at six angles from 44.5-degrees c.m. to 145.7-degrees c.m
. to a precision of (7-13) x 10(-4). Polarized neutrons, produced by t
he H-3(p over arrow pointing right, n over arrow pointing right)He-3 r
eaction, were incident upon the target, a deuterated organic scintilla
tor. Scattered neutrons were detected in fast coincidence with the rec
oil deuterons in the target. A computer simulation of the experiment w
as used to compensate for a number of systematic errors. Particularly
important were corrections for neutron multiple scattering, accidental
coincidences, and finite geometry effects. The A(y) data have a 2.2%
scale factor uncertainty associated with uncertainty in the polarizati
on of the incident neutron beam. The incident neutron polarization was
measured in a separate experiment using n-He-4 scattering from a liqu
id helium scintillator. The neutron polarization measurement also yiel
ded an improved value for the polarization transfer coefficient [K(y)y
(0-degrees) = 0.650+/-0.019] in the H-3(p over arrow pointing right, n
over arrow pointing right)He-3 reaction at E(lab)p = 3.80 MeV. A comp
arison of the A(y) data to Faddeev calculations shows that the discrep
ancy in A(y) observed previously at higher energies continues below th
e breakup threshold. A comparison of the A(gamma) data to a recent pha
se shift analysis of proton-deuteron (p-d) scattering indicates that o
bserved differences between n-d and p-d analyzing powers are only part
ially explained by Coulomb effects.