Pickup Behavior inLi6(p, He3)He4andF19(p, α)O16at 18 Mev
- 1 October 1956
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review B
- Vol. 104 (1) , 118-123
- https://doi.org/10.1103/physrev.104.118
Abstract
Differential cross sections were measured for , to the ground state, and for . The angular distribution from shows three maxima, which can be fitted approximately by the Born approximation for triton pickup. Empirical adjustment of phase, in the theoretical distribution, gives a better fit with a smaller nuclear radius. The cross section at 18.5 Mev is 1.5 times larger than at 16 Mev. The angular distribution of particles from shows a maximum at zero degrees, explained qualitatively by deuteron pickup. Cross sections, at 18.5 and 15 Mev, are 1.1 and 1.7 times smaller, respectively, than expected, through pickup theory, from published 14-Mev data on . Maxima observed at 110 and 180 degrees are examined in terms of direct interaction between the proton and alpha particle in ; results are inconclusive, due to inadequacies of current theory. The pickup cross sections give reasonable values of triton and deuteron reduced widths in and , respectively.
Keywords
This publication has 20 references indexed in Scilit:
- Angular Distributions of Deuterons from (p, d) Reactions in Light Nuclei. I. NitrogenPhysical Review B, 1956
- Collision Matrix for () and () ReactionsPhysical Review B, 1955
- Simple Model of the Nucleus and the ReactionPhysical Review B, 1955
- Numerical Calculation of () Angular DistributionsPhysical Review B, 1955
- Scattering of Protons by Hydrogen Near 18 MevPhysical Review B, 1954
- Charged Particles from the Interaction of 14-Mev Neutrons withLi6andLi7Physical Review B, 1954
- Experimental Studies of () ReactionsPhysical Review B, 1954
- The Mechanism of Stripping ReactionsPhysical Review B, 1953
- The Born Approximation Theory of () and () ReactionsPhysical Review B, 1952
- Angular distributions from ( d, p ) and ( d, n ) nuclear reactionsProceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences, 1951