1982
DOI: 10.1016/0375-9474(82)90514-0
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Optical model studies of 6Li elastic scattering at 156 MeV

Abstract: Größen bestimmen, wird diskutiert.-1 -

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Cited by 72 publications
(25 citation statements)
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“…3. The best fit curve reproduces quite well the data, even in some detailed structure by a slight modification of the nuclear potential given in [23] (Table 1). The Coulomb deformation parameter tic (of a realistic Fermi shaped charge distribution) corresponds to the reduced electromagnetic probability B (E2) = 18.1 e 2 fm 4 which is close to the value B(E2) = 21.8 _+ 4.8 e 2 fm 4 from inelastic electron scattering [21], and it is accompanied by the isoscalar value B (I2) = 19.2 e 2 fm 4 of the nuclear excitation.…”
Section: Results and Theoretical Analysismentioning
confidence: 53%
See 1 more Smart Citation
“…3. The best fit curve reproduces quite well the data, even in some detailed structure by a slight modification of the nuclear potential given in [23] (Table 1). The Coulomb deformation parameter tic (of a realistic Fermi shaped charge distribution) corresponds to the reduced electromagnetic probability B (E2) = 18.1 e 2 fm 4 which is close to the value B(E2) = 21.8 _+ 4.8 e 2 fm 4 from inelastic electron scattering [21], and it is accompanied by the isoscalar value B (I2) = 19.2 e 2 fm 4 of the nuclear excitation.…”
Section: Results and Theoretical Analysismentioning
confidence: 53%
“…The optical potential has been parametrized by the WoodsSaxon form of the real (Vo, rv, av) and imaginary (Wo, rw, aw) parts (only volume absorption), neglecting a possible spin-orbit interaction. In general, starting with parameter values given in [23] for 156 MeV 6Li scattering on 2~ the parameters of the extended optical potential (including the values of/3N) have been adjusted, in addition to parameters of the deformed Coulomb potential, by fitting simultaneously the elastic and the projectile excitation cross sections through minimizing the Z2-value. A correct treatment of the excitation by the long-range Coulomb potential (whose form factors have to approach a 1/r L+ 1-dependence for large distances r) implied a detailed study of numerical convergence, in order to avoid nonphysical structures of the cross sections at small angles.…”
Section: Results and Theoretical Analysismentioning
confidence: 99%
“…The optical model parameters used are given in figure 2 we present the "averaged data" measured for the collision of 6 He on 197 Au and 208 Pb at 27 MeV bombarding energy. The solid lines are the global optical model calculations which uses Cook potential [16]. These calculations, that do not take into account the effect of dipole polarizability, show a well defined rainbow around 43 degrees, which is clearly absent from the experimental data.…”
Section: Theoretical Calculationsmentioning
confidence: 99%
“…The mean field potential, called optical potential (OP), has a real part that represents the bare interaction and an imaginary part that simulates the absorption of flux from the elastic channel due to reaction processes [3][4][5].…”
Section: Introductionmentioning
confidence: 99%
“…Either for older stable nuclei reaction data [3] or recent exotic nuclei ones [4,5], it is commonly assumed the OP with a parametrized Woods-Saxon (WS) form, to represent the strength and geometry of the potentials as a function of the interacting distance.…”
Section: Introductionmentioning
confidence: 99%