1969
DOI: 10.1103/physrevlett.23.983
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Structure ofF18andO18

Abstract: A detailed shell-model description of F 18 and O 18 is given for all levels of known spin and parity. New assignments are suggested. It is shown that a weak-coupling model is highly successful in reproducing the exact results.

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Cited by 125 publications
(42 citation statements)
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“…The values shown in Tab. I were obtained with the OXBASH code [8] and the ZBM interaction [9] in the 1p 1/2 , 1d 5/2 and 2s 1/2 shells space. It predicts that the first six low lying states can be described mainly (with θ 2 > 0.5) by single particle con- [10].…”
mentioning
confidence: 99%
“…The values shown in Tab. I were obtained with the OXBASH code [8] and the ZBM interaction [9] in the 1p 1/2 , 1d 5/2 and 2s 1/2 shells space. It predicts that the first six low lying states can be described mainly (with θ 2 > 0.5) by single particle con- [10].…”
mentioning
confidence: 99%
“…However, using Zuker's wave functions (Zuker et al 1968;Zuker 1969) we note the interesting fact that the overlap of the 19F ground state wave function with that of 15N* (5·27 MeV) plus an a particle is large; the Zuker wave functions give a lower limit of 0·2. This nonzero overlap suggests a two-step model of the reaction mechanism in which the incident photon is absorbed by a nucleon which then is reabsorbed and scatters from an (X-particle cluster, the latter being emitted.…”
Section: Introductio~mentioning
confidence: 96%
“…The dipole states of 19F must then have wave functions which are admixtures of the 19F ground state wave function modified by: (i) the excitation of one s-d nucleon to the 2p-If shell, or (ii) the excitation of one Ip nucleon to the 2s-ld shell. The wave functions of the dipole states so formed, and of an a particle plus the 15N (5·27 MeV) state, with its wave function as given by Zuker et al (1968) and Zuker (1969), are orthogonal. Since the 15N (5·27 MeV) state wave function consists of components with two and four holes in the 1 p shell, and we demand that the nucleons constituting the emitted a particle be in a relative s state before emission, the overlap integral described must be zero.…”
Section: Introductio~mentioning
confidence: 99%
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