1974
DOI: 10.1016/0375-9474(74)90177-8
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Strengths of electromagnetic transitions between bound states for a < 45

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Cited by 115 publications
(15 citation statements)
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“…[13]. This situation is very similar to that in 42Ca where the 6 + ~ 4 + E2 transition is weaker than the 4 + ~ 2 + transition by a factor of 16 -+ 5 [9].…”
Section: + 251rk(bzlllc) + 52rk(bl1llc))/( 1 + 52) (1)supporting
confidence: 74%
See 1 more Smart Citation
“…[13]. This situation is very similar to that in 42Ca where the 6 + ~ 4 + E2 transition is weaker than the 4 + ~ 2 + transition by a factor of 16 -+ 5 [9].…”
Section: + 251rk(bzlllc) + 52rk(bl1llc))/( 1 + 52) (1)supporting
confidence: 74%
“…In a least-squares analysis of the angular distribution of transition b ~ c one usually calculates X 2, for [3] are less than 3% at the 95% confidence level. The mean life and decay exclude for the 1822 keV transition octupole radiation and restrict [9] and M2 admixture to have an intensity of<3% (i.e. arctg 6 < 9°).…”
Section: + 251rk(bzlllc) + 52rk(bl1llc))/( 1 + 52) (1)mentioning
confidence: 99%
“…The analysis of the angular distribution data was performed by a standard 7~ z fitting technique where values above the 0.1 ~o limit were rejected. Spin and parity values J~ were also rejected if the resultant transition strengths F~/Fw, where F w is the Weisskopf estimate, exceeded the recommended upper limits by Endt and Van der Leun [25]. These limits are given for A<45, but since no distinct A-dependence has been found we assume that the limits are also valid for A=55.…”
Section: Excited Levelsmentioning
confidence: 98%
“…In the present work this is investigated for A = 28-32 nuclei by testing both ASDI and MSDI wave functions by the calculation of ,,-ray transition strengths and the properties derived from them like mixing ratios, lifetimes and branching ratios. Recent compilations [19,20] of experimentally well defined electromagnetic strengths yield about 85 E2 strengths and about 60 M I strengths in the A = 28-32 mass region. In the present study, a method derived by Timmer et al [8] is used to estimate the stability of the results against changes in the Hamiltonian.…”
Section: Decay Schemes and Transition Strengthsmentioning
confidence: 99%