2004
DOI: 10.1103/physrevc.69.034611
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Isoscalar multipole strength inCd110andCd116

Abstract: The giant resonance region from 10 MeVϽ E x Ͻ 55 MeV in

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Cited by 33 publications
(60 citation statements)
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“…The GMR energies in 56 Fe and 60 Ni are in excellent agreement with calculation for interactions for which K NM ∼ 211-217 MeV. This is also consistent with the results in the study of isotopic dependence of monopole energies [9]. However, this is somewhat lower than K NM ∼ 231 MeV, suggested by energies for a number of other nuclei [3].…”
Section: Mevsupporting
confidence: 80%
See 1 more Smart Citation
“…The GMR energies in 56 Fe and 60 Ni are in excellent agreement with calculation for interactions for which K NM ∼ 211-217 MeV. This is also consistent with the results in the study of isotopic dependence of monopole energies [9]. However, this is somewhat lower than K NM ∼ 231 MeV, suggested by energies for a number of other nuclei [3].…”
Section: Mevsupporting
confidence: 80%
“…With the availability of a large amount of data over a wide range of A (12 A 208), we have also studied the mass dependence of the GMR [3,8]. In heavy nuclei (A 110), the shape of GMR strength distribution is typically symmetric (Gaussian-like) [9]. In 90 Zr, the shape changes to mostly symmetric with a tail on the high excitation side of the GMR [3].…”
Section: Introductionmentioning
confidence: 99%
“…E0 strength in both nuclei is concentrated in a Gaussian-like peak that tailed to higher excitation. Such tailing was not observed for heavier targets [22,23], but has been observed and predicted in 58 Ni [6,24] and 90 Zr [25,26] and might be an indication of a fragmentation of the strength. The E2 strength in 46,48 Ti was centered at 16.38 + 0.17/−0.14 MeV and 16.94 + 0.17/−0.14 MeV and exhausted 60±11% and 87±11% of the E2 EWSR, respectively.…”
Section: Resultsmentioning
confidence: 89%
“…The strength distribution was spread from 10 MeV through around 38 MeV. The E1 strength consists of two components which have been observed from light to heavy nuclei [5,8,22,23,28]. The high-energy component is the compression mode [29], while it has been suggested that the low-energy component might be a "toroidal giant dipole mode" [30,31].…”
Section: -3mentioning
confidence: 99%
“…In recent years, studies of the isotope dependence and the extraction of the symmetry term K sym have been mostly concentrated in heavy nuclei [13][14][15], especially in Sn isotopes where the neutron excess ratio (N-Z)/A value changes from 0.107 in 112 Sn to 0.194 in 124 Sn. This gives a relative large deviation in the isotope dependence.…”
Section: Introductionmentioning
confidence: 99%