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1.
Coulomb excitation byα-particles of vibrational-like states in even-mass rare-earth nuclei is used to determine the reduced transition probabilitiesB(E2; 0 gs + →2 γ + ),B(E2; 0 gs + →2 β + ),B(E2; 2 gs + →0 β + ) andB(E2; 0 gs + →3 oct ? ) in150Nd,152, 154Sm,154, 158Gd,164Dy and166Er. TheB(Eλ; 0 gs + I=λ)-values range from 2.4 to 6.5 single-particle units for transitions to the 2 γ + -states, 0.8 single-particle units for the 2 β + -states and from 14.1 to 21.7 single-particle units for the 3?-states.  相似文献   

2.
The lifetime of the 331.3 keV 0 2 + state in100Zr has been measured at the gas-filled recoil separator for fission products JOSEF. By observing the delayed coincidences between theβ-particles populating the level and theE0 conversion electrons from its decay into the ground state, a half-life of 3.37±0.30 ns has been obtained. From the measured lifetime and the relative intensities of the 0 2 + →0 1 + and 0 2 + →2 1 + transitions, values of 0.493±0.015 for theE0 strength parameterρ, and of 16 single particle units forB(E2,2 1 + → 0 2 + ) have been deduced. The enhanced nature of theE0 transitions suggests mixing of the 0 1 + and 0 2 + states which may be estimated by comparing the experimentalB(E2) values for the 2 1 + →0 1 + and 2 1 + →0 2 + transitions with the predictions of the asymmetric VMI model.  相似文献   

3.
Electric monopole transitions between the 0 2 + , 0 1 + and 2 2 + , 2 1 + levels in76Se, populated in the decay of76Br, were investigated by means of conversion electrons and gammaray spectroscopy. TheK-electron intensity ratios ofE0 andE2 transitions connecting the 0 2 + level to the 0 1 + and 2 1 + levels and of theE0 andE2 components in the 2 2 + →2 1 + transition were determined. The ratioX(E0/E2) of theE0 toE2 reduced transition probabilities and, from the available lifetimes, theE0 strength parameters ρ(E0) were deduced for the two transitions. The results are compared with the predictions of current models.  相似文献   

4.
Using the experimentally measured values ofx=A 2(0)/A 1(0) andy=V(0)/A 1(0) and the measured ratiosR st=Γ(D s + φl + ν l)/Γ(D ins + φπ +) andR h=Γ(D s + φρ +)/Γ(D s + φπ +), we present evidence for significant nonfactorization contribution in the decay amplitude forD s + φπ +. We analyze the role of nonfactorization inD s + φρ + and conclude that present data onR h are consistent with factorization inD s + φρ +. A measurement of polarization inD s + φρ + would greatly assist our analysis.  相似文献   

5.
Based on the conserved-vector-current (CVC) hypothesis and a four-ρ-resonance unitary and analytic VMD model of the pion electromagnetic form factor, theσ tot(E v lab ) and dσdE π lab of the weak \(\bar v_e e^ - \to \pi ^ - \pi ^0\) process are predicted theoretically for the first time. Their experimental approval could verify the CVC hypothesis for all energies above the two-pion threshold. Since, unlike the electromagnetic e+e?→π+π? process, there is no isoscalar vector-meson contribution to the weak \(\bar v_e e^ - \to \pi ^ - \pi ^0\) reaction, accurate measurements of theσ tot(E v lab ) that moreover is strengthened with energyE v lab linearly could solve now a widely discussed problem of the mass specification of the first excited state of theρ(770) meson. As a by-product, an equality \(\sigma _{tot} (\bar v_e e^ - \to \pi ^ - \pi ^0 ) = \sigma _{tot} (e^ + e^ - \to \pi ^ - \pi ^0 )\) is predicted for \(\sqrt s \approx 70 GeV\) .  相似文献   

6.
The nonadiabaticity of E0 transitions from 0 2 + states and 2 1 + bands in 156Dy is examined within a phenomenological model that takes into account the mixing of K π = 0 1 + , 0 2 + , 0 3 + , 2 1 + states and 1+-bands. It is shown that the nonadiabaticity of E0 transitions is due primarily to the mixing of 0 2 + and 0 3 + bands.  相似文献   

7.
The properties of the low-lying energy states for the 100Mo isotope is investigated within the framework of the proton-neutron interacting model IBM2.By considering the relative energy of the d proton boson to be diferent from that of the neutron boson and taking into account the dipole interacting among like-boson LπLπand LνLν,the low-lying energy spectrum is reproduced well.Particularly,the relative position of the energies for 2+1,0+2,2+2 and 4+1states shifted correctly fit the experimental data.The electromagnetic properties,including the key observable B(E2)reduced transition branching ratios and the E2 reduced matrix elements of the experimental data,are well described.Our calculations show possible shape coexistence in the 100Mo nucleus.  相似文献   

8.
γ-γ-angular correlation measurements with Ge(Li) detectors and NaJ(Tl) detectors provided theE2/M1 mixing ratios of the following gamma transitions: 3 1 + →2 2 + (475.3 keV), 2 2 + →2 1 + (563.3 keV), 4 2 + →4 1 + (569.4 keV), 3 1 + →2 1 + (1,039 keV). The angular correlation measurements were only consistent with spin 3 of the 1,643 keV level. The half life of the 1,401 keV level was determined by delayed coincidence techniques to beT 1/2 (1,401 keV)≦30 ps.  相似文献   

9.
Starting from an isospin invariant shell-model hamiltonian, we describe a method for deriving microscopically the IBM-hamiltonian appropriate to lights d-shell nuclei. The key ingredients of our approach are:a) the Belyaev-Zelevinsky-Marshalek (BZM) bosonization procedure;b) two successive unitary transformations that extract the “maximally decoupled” collective bosons with angular momentaJ=0(s ππ + ,s νν + ,s πν + ) andJ =2(d ππ + ,d νν + ,d πν + (T=0),d πν + (T=1)). The method is applied to obtain the low-energy spectra and the electron scattering form factors for the 0 1 + →2 1 + transitions in20Ne and24Mg. Good agreement with the exact shell-model results is achieved. The inclusion of proton-neutron bosons (s πν + ,d πν + (T=1),d πν + (T=0)), as well as the renormalization of boson parameters due to the non-collective degrees of freedom, are shown to play a crucial role.  相似文献   

10.
The half-life of the first excited state (2 1 + ) of98Sr has been determined through the measurement of delayed γ-γ coincidences at the fission product separator OSTIS to t1/2=2.74(12) ns. This value is smaller than those obtained earlier from β? — conversion electron delayed coincidences and it indicates a stronger collectivity of the 2 1 + →0 1 + transition in98Sr [B(E2)=98 (3) spu] than in100Sr [B(E2)=79(3) spu] which is normally assumed to be the better rotor.  相似文献   

11.
TheF-spin formalism is employed to extract scalar boson effective charges from theB(E2, 2 1 + →0g) systematics in rare-earth nuclei.  相似文献   

12.
Branching ratios ofE0 andE2 transitions depopulating the 0 2 + states of88, 92, 94Zr have been determined using conversion-electron and γ-ray spectroscopy. Two different lifetime-measurement methods were applied in the remeasurement of the half-lives of the 0 2 + states in92, 94Zr, yielding consistent results ofT 1/2(0 2 + ,92Zr)=85(15) ps andT 1/2(0 2 + ,94Zr)=280(40) ps. The monopole strengths extracted areρ 2(92Zr)=8.4(17) ×10?3 andρ 2(94Zr)=11.9(20)×10?3. The proton configurations of the 0 2 + states are discussed in view of these values and proton transfer data.  相似文献   

13.
The low-lying levels of112Cd have been populated in the decay of112In (T 1/2=14 m ) produced through the112Cd (p, n)112In reaction atE p=6.5–7 MeV. The intensity ratio of theE0 toE2K-conversion electrons from the 0 1 + level to the ground (0+) and to the first (2+) excited state in112Cd has been measured and the ratioX(E0/E2) =B(E0;0 1 + →0+)/B(E2;0 1 + →2+) has been determined. The result is compared with the predictions of current macroscopic models.  相似文献   

14.
The quadrupole moment of the first 2+ state in102Ru and fourB(E2) values have been measured by means of Coulomb excitation. The results are:Q 2+=?0.68(8)eb;B(E2, 01/+→21/+)=0.617(5)e 2 b 2;B(E2, 01+→22/+)=0.013 (2)e 2 b 2;B(E2, 21/+→22/+)= 0.07(1)e 2 b 2;B(E2, 2 1 + →4 1 + )=0.30(6)e 2 b 2. The results are discussed within the frame of the Interacting Boson Approximation.  相似文献   

15.
16.
The followingg-factors have been derived from time integral measurements of γ-γ angular correlations in the static magnetic hyperfine field of magnetized gadolinium metal probes:156Gd:g(4 1 + )=+0.310(19)g(6 1 + )=+0.25(21)g(4 3 + , 1511 keV)=+0.809(27)158Gd:g(4 1 + )=+0.409(15). The 5.35d 156Tb sources were produced by the reaction156Gd(d, 2n)156Tb in our cyclotron. A carrier-free 150y 158Tb source was obtained from ISOLDE/CERN. In comparison with the precisely knowng-factors of the 2 1 + states,g(2 1 su+ ,156Gd) =+0.386(4) andg(2 1 + ,158Gd)=0.381(4), we observe a large reduction for the156Gd 4 1 + state whereasg increases slightly for158Gd. The half-life of the 4 1 + state of158Gd was remeasured as158Gd:T 1/2(4 1 + )=148(2) ps. A measurement of the rotation in the 4 3 + state of156Gd in external magnetic fields of various strengths up toB ext=9.5 T did not confirm the anomalous dependence of the magnetic hyperfine field in gadolinium metal on the external field, which has been reported by Persson et al. [29].  相似文献   

17.
The12 C+12 C8 Be gs+16 O gs reaction has been experimentally investigated at c.m. energies between 27 and 36 MeV. A resonance is present at 32.5 MeV,i.e. at the same energy of the resonance previously observed [1] in the12 C(0 2 + )+12 C(0 2 + ) exit channel, but its width is about three times narrower. Moreover the data indicate an enhancement of the cross section at a c.m. energy close to 29 MeV. These results are discussed and compared to the predictions of the Band Crossing Model obtained for different exit channels of the12 C+12 C reaction.  相似文献   

18.
Angular correlation measurements for the54Fe(3He,n γ)56Ni reaction were performed at \(E_{3_{He} } = 12.5\) MeV. Method II of Litherland and Ferguson was used to determine the multipole mixing ratio of theγ-radiation and the spins of the excited levels at 3925 and 3956 keV. As the most probable spin assignments we deduced 4+ (3925 keV) and 0+ (1,2) (3956 keV). The mixing ratio found for the 1225 keV transition from 4+→2 1 + isδ(M3/E2)=+0.21 ?0.16 +0.23 This result is compared with a shell model calculation.  相似文献   

19.
We have performed a two-channel calculation of Cabibbo-angle favoured decays,D s + →VP. We find a satisfactory fit toS s + φπ +,ρ 0 π + andK + \(\bar K^{ * 0} \) data from ARGUS and E-691. We have also studied Cabbibo-angle favouredD→VP decays in a coupled channel formalism. We coupleDK *π,K ? and \(\bar K^0 \phi \) channels inI=1/2 state, andK *π andK ? channels inI=3/2 state. We leave the two channels, \(\bar K^0 \omega \) and \(\bar K^{ * 0} \eta \) out of our unitarization scheme. Particular attention is paid to the role of the weak annihilation term in these decays.  相似文献   

20.
CP violation can be studied in modes of charmed or bottom baryons when a decay process is compared with its charge-conjugated partner. It can show up as a rate asymmetry and in a study of other decay parameters. Neither tagging nor time-dependences are required to observeCP violation with modes of baryons, in contrast to the conventionalB 0 modes. Numerous modes of bottom baryons have the potential to show largeCP-violating effects within the Standard Model. Those effects can be substantial for modes with aD 0, which is seen in a final state that can also be fed from a \(\bar D^0 \) . For instance, a comparison of theΛ bΛ CP 0 with the \(\bar \Lambda _b \to \bar \Lambda D_{CP}^0 \) process can show sizeableCP violation. HereD CP o denotesCP eigenstates ofD 0, which occur at a few percent. Six related processes, such asΛ bΛD 0, \(\Lambda _b \to \Lambda \bar D^0 \) ,Λ bΛ CP 0 , and their charge-conjugated counterparts, can extract ?, which is the most problematic angle of the unitarity triangle and which is conventionally probed with theB s→ρ0 K S asymmetry. HereD 0 andD ?0 are identified by their charged kaon or lepton. We predictB(Λ bΛD 0)~10?5, thusB(Λ bΛ CP 0 )~10?7. Under favourable circumstances,CP violation can occur at the few tens of percent level. Thus 102–103 Λ bΛ CP 0 decays start probing ?. Tables list many additional modes with typical branching ratios at the 10?5–10?6 level, with large detection efficiencies (in contrast to theD CP 0 ), and with potentially largeCP-violating effects, such as Ξ b 0 →ΛΨ, Λ?, ΛK*0; Ξ b ? →ΛK(*)?, Ξ?Ks, Ξ?K*0, Ω b ? →Ξ?φ, Ξ?ρ0, ΛK(*)?, ΩKs, Ω?K*0.  相似文献   

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