1961
DOI: 10.1016/0029-5582(61)90105-5
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Phase shift calculations on αα scattering

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Cited by 111 publications
(44 citation statements)
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“…The effective α − α potential V 2α is constructed by the folding procedure from an effective two-nucleon force including the proton-proton Coulomb force. Here we take the Schmid-Wildermuth (SW) force [90] as the effective N N force. This folded α − α potential reproduces nicely the α − α scattering phase shifts and the energies of the 8 Be ground-band state (J π = 0 + − 2 + − 4 + ) within the framework of the 2α cluster model.…”
Section: Structure Of 13 C In the Four-body Cluster Modelmentioning
confidence: 99%
“…The effective α − α potential V 2α is constructed by the folding procedure from an effective two-nucleon force including the proton-proton Coulomb force. Here we take the Schmid-Wildermuth (SW) force [90] as the effective N N force. This folded α − α potential reproduces nicely the α − α scattering phase shifts and the energies of the 8 Be ground-band state (J π = 0 + − 2 + − 4 + ) within the framework of the 2α cluster model.…”
Section: Structure Of 13 C In the Four-body Cluster Modelmentioning
confidence: 99%
“…For the α-α interaction V αα we employ the same potential as used in Ref. [11], which is a folding potential of the effective NN interaction [17] and the Coulomb interaction. The pseudopotential V PF = λ| PF PF | is the projection operator to remove the Pauli forbidden states from the relative motions of α-α and α-n [18].…”
Section: Introductionmentioning
confidence: 99%
“…We here employ the KKNN potential [13] for V αn subsystem. The V αα is the potential of a subsystem for the α + α interaction and we apply a folding potential [14] of the effective nuclear and Coulomb forces. The three-body potential V 3 is explicitly given as…”
Section: Theoretical Framework 21 Three-body Modelmentioning
confidence: 99%