1976
DOI: 10.1007/bf01547499
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How to extract isoscalar transition rates from alpha particle scattering experiments

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Cited by 28 publications
(12 citation statements)
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“…The good agreement of the results of the measurements reported in this paper should be noted. Areanalysis of the former a-particle scattering data on the basis of a theorem relating the moments of the interaction potential to the moments of the dens'ity distribution (Satchler 1972a, Rebel 1976) yields ·nearly the same result.…”
Section: Inelastic A-particle Scatteringmentioning
confidence: 74%
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“…The good agreement of the results of the measurements reported in this paper should be noted. Areanalysis of the former a-particle scattering data on the basis of a theorem relating the moments of the interaction potential to the moments of the dens'ity distribution (Satchler 1972a, Rebel 1976) yields ·nearly the same result.…”
Section: Inelastic A-particle Scatteringmentioning
confidence: 74%
“…In these cases from previous investigations (Morinaga and Takahashi 1959, Crannel et al 1961, Rebel et al 1972a, Baker,and Tickle 1972, Pitthan 1973) enhanced hexadecapole transitions are expected to be possibly observable in the direct electromagnetic decay of the 4t states. In addition to the electromagnetic studies and supplementing previous results Rebel 1975b, Rebel 1976)we investigated also the excitation of the 4t states by inelastic scattering of 104 MeV a-particles and extracted the isoscalar L=4 transition rates by procedures which are extensively described elsewhere (Rebel 1976). Comparing the results of the different methods the main aspect is given by the question of consistency of the results.…”
Section: Experimentelle Studien Der Hexadekapol-bewegung In Sphärischmentioning
confidence: 94%
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“…One of the more general results of recent elastic alpha-particle scattering investigations shows that the overall radial shape of the real part of the alphaParticle scattering optical is significantly better represented by a squared Saxon-Woods-form (SW2) rather than by the standard Saxon-Woods (SW) parametrization [7,8]. These phenomenological findings can be justified by the folding model ap-* Institute for Physics and Nuclear Engineering, Bucharest, Romania proach [9] generating the real part of the optical potential by a convolution of the nuclear matter distribution and an effective alpha-particle-bound nucleon interaction. The question, however, whether the phenomenological squared Saxon-Woods form has to be extended also to the shape of (permanently or dynamically) deformed optical potentials is not sufficiently investigated (see e.g.…”
Section: Introductionmentioning
confidence: 93%