Conveners
Empirical aspects of quantum phase transitions in nuclei
- Norbert Pietralla
- Rick Casten
Empirical aspects of quantum phase transitions in nuclei
- Norbert Pietralla
- Rick Casten
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Norbert Pietralla (Technische Universität Darmstadt, Department of Physics, Institute for Nuclear Physics, Schlossgartenstr. 9, 64289 Darmstadt, Germany)12/07/2022, 09:00Empirical aspects of quantum phase transitions in nuclei
The 10th edition of the International Workshop on Quantum Phase Transitions in Nuclei and Atomic Systems and other anniversaries call for some remarks on the development of this topic. I will point out crucial milestones for determining empirical aspects of quantum phase transitions and critical-point phenomena in nuclei and give an introduction to this session and to the rationale of...
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Paul Garrett (University of Guelph (CA))12/07/2022, 09:20Empirical aspects of quantum phase transitions in nuclei
It is now well understood that shape coexistence appears in many regions throughout the nuclear chart. Until very recently, there were only a few candidates suggested for nuclei possessing multiple, i.e., more than two, distinct shapes. Within the past several years, however, this has changed dramatically with detailed spectroscopy revealing structures not previously observed, and results...
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Maike Beuschlein (IKP, TU Darmstadt)12/07/2022, 09:50Empirical aspects of quantum phase transitions in nuclei
The tin isotopes, being proton-magic with a long chain of experimentally accessible nuclei, are an important testing ground for nuclear structure models.
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Present data show systematic deviations between measured electric quadrupole (E2) ground-state excitation strengths depending on the used techniques.
Also, various nuclear structure models come to different predictions on the systematics... -
Bruno Olaizola (CERN)12/07/2022, 10:05Transitional nuclei and shape coexistence
Two of the main observables which have emerged as model-independent probes of the shape-coexistence phenomenon are the transition strengths, in particular B(E2) and $\rho^2$(E0) [1]. From them, the matrix elements can be extracted, which are particularly sensitive to the wavefunctions of the states they connect and to the degree of mixing between the different nuclear shapes. Therefore, they...
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Tim Stetz (Technische Universität Darmstadt, Dept. of Physics, Institute for Nuclear Physics)12/07/2022, 10:25Empirical aspects of quantum phase transitions in nuclei
The one-phonon mixed-symmetry $2^+$ of $^{132}$Te is of high interest due to the specific structure of this nucleus, with two valence-proton particles and two valence-neutron holes with respect to the doubly-magic nucleus $^{132}$Sn. In recent experiments, the second excited $2^+$ state has been assigned as the one-phonon mixed-symmetry $2^+$ state [1], due to the high B(M1) transition...
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Volker Werner12/07/2022, 10:40Empirical aspects of quantum phase transitions in nuclei
Recent work on the neutron-rich 148Ce showed that it marks the boundary of the N=90 shape-phase transitional region. However, a model analysis within the IBM shows its proximity to the QPT, however, involving the gamma-degree of freedom. This is brought into context with the evolution of trajectories in the symmetry space (Casten triangle) and the NpNn formalism, in which larger numbers of...
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Peter Butler (University of Liverpool (GB))12/07/2022, 11:30Empirical aspects of quantum phase transitions in nuclei
For certain combinations of protons and neutrons it is expected that the shape of atomic nuclei can undergo octupole deformation, which would give rise to reflection asymmetry or a "pear shape". In this talk I will review the experimental evidence for octupole instability in medium-mass and heavy nuclei, including the results of recent experiments carried out at CERN using REX-ISOLDE [1] and...
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Tobias Beck12/07/2022, 12:00Empirical aspects of quantum phase transitions in nuclei
The Coriolis interaction is known to induce perturbations to a Hamiltonian which is diagonal in projection quantum numbers $K$. Precision values for the branching ratios between the scissors mode and the $2^+_1$ state of $^{164}$Dy unveil such a scenario in first order. Employing a two-state mixing calculation, the $K$-mixing matrix element along with first information on $\Delta K = 0$ $M1$...
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Sarah Prill (University of Cologne )12/07/2022, 12:15Empirical aspects of quantum phase transitions in nuclei
Nuclear level lifetimes, together with branching ratios and multipole-mixing ratios, give access to transitions strengths between excited states. Such information can be used to examine the nature of these states and underlying common structures and can be indicative of nuclear-structure phenomena such as shape coexistence.
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A method targeting lifetimes of excited low-spin states in the order... -
Arwin Esmaylzadeh (Universitaet zu Koeln (DE))12/07/2022, 12:40Empirical aspects of quantum phase transitions in nuclei
The A≈100 region is an interesting region of the nuclear chart with the occurrence of different nuclear structure phenomena. For example, the well known sudden onset of collectivity in the neutron-rich Sr and Zr isotopes [1, 2], the multiple shape coexistence in the neutron-rich stable Cd isotopes [3, 4] or the evidences for 𝛾-softness in the Mo, Ru and Pd isotopes. Lifetimes of excited states...
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Franziskus von Spee (Universitaet zu Koeln, IKP)12/07/2022, 13:00Empirical aspects of quantum phase transitions in nuclei
Many examples of shape coexistence are found, when one type of nucleon is at or close to a shell closure and the other type approaches midshell. This holds also for the Z=50 shell gap at the tin isotopes [1]. Shape coexistence in the region is attributed to 2p-2h intruder states in Sn, or 2p-4h states in Cd. This discovery led to a change in the perception of many nuclei especially in the Cd...
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