1969
DOI: 10.1103/physrev.181.1455
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Phase-Shift Analysis ofO16(α, α)O

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Cited by 46 publications
(19 citation statements)
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“…We conclude that unlike for the N = Z, 16 O and 20 Ne nuclei, the α-strength is split about evenly between two or more states for each spin-parity and it is not possible to define inversion doublet rotational bands in the same sense as for 16 O and 20 Ne. The Cluster-Nucleon Configuration Interaction Model (CNCIM) calculations presented in section V indicate that splitting of the α-strength for the positive parity band is a result of (1s0d) 4 (8, 0) [4] and (0p) 2 (1s0d) 2 (6, 0) [4] configuration mixing. For the negative parity states and the very broad positive parity states the (1p0f) shell (not included in the CNCIM) probably plays an important role.…”
Section: Excitation Functions Formentioning
confidence: 99%
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“…We conclude that unlike for the N = Z, 16 O and 20 Ne nuclei, the α-strength is split about evenly between two or more states for each spin-parity and it is not possible to define inversion doublet rotational bands in the same sense as for 16 O and 20 Ne. The Cluster-Nucleon Configuration Interaction Model (CNCIM) calculations presented in section V indicate that splitting of the α-strength for the positive parity band is a result of (1s0d) 4 (8, 0) [4] and (0p) 2 (1s0d) 2 (6, 0) [4] configuration mixing. For the negative parity states and the very broad positive parity states the (1p0f) shell (not included in the CNCIM) probably plays an important role.…”
Section: Excitation Functions Formentioning
confidence: 99%
“…This splitting of α-strength is due to the strong mixture of (1s0d) 4 (8, 0) [4] and (0p) 2 (1s0d) 2 (6, 0) [4] configurations. In the excitation energy region between 8 and 13 MeV, six 0 + states restricted to p-sd-shell configuration are predicted.…”
Section: Cluster-nucleon Configuration Interaction Model Calculationsmentioning
confidence: 99%
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