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Physics Maths Engineering

Single-Particle and Collective Structures in Neutron-Rich Sr Isotopes

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Kamila Sieja

Kamila Sieja

Institute Pluridisciplinaire Hubert Curien (IPHC), Université de Strasbourg (CNRS, UMR7178),

la.sieja@iphc.cnrs.fr


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© attribution CC-BY

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Added on

2022-03-31

Doi: https://doi.org/10.3390/universe8010023

Related Subjects
Physics
Math
Chemistry
Computer science
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Earth science
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Abstract

Neutron-rich Sr nuclei around N = 60 exhibit a sudden shape transition from a spherical ground state to strongly prolate-deformed. Recently, much new insight into the structure of Sr isotopes in this region has been gained through experimental studies of the excited levels, transition strengths, and spectroscopic factors. In this work, a “classic” shell model description of strontium isotopes from N = 50 to N = 58 is provided, using a natural valence space outside the 78Ni core. Both even–even and even–odd isotopes are addressed. In particular, spectroscopic factors are computed to shed more light on the structure of low-energy excitations and their evolution along the Sr chain. The origin of deformation at N = 60 is mentioned in the context of the present and previous shell model and Monte Carlo shell model calculations.

Key Questions

What is the focus of the study?

This study focuses on understanding the single-particle and collective structures in neutron-rich strontium (Sr) isotopes. It explores the behavior of these isotopes, particularly their nuclear structure, which plays a key role in the understanding of atomic nuclei far from stability.

What are neutron-rich isotopes?

Neutron-rich isotopes are atomic nuclei that contain a significantly higher number of neutrons compared to protons. These isotopes are often unstable and can provide valuable insights into the nuclear forces and the limits of nuclear stability, especially in regions where traditional models may not be applicable.

What are single-particle and collective structures in nuclear physics?

Single-particle structure refers to the behavior of individual nucleons (protons or neutrons) within a nucleus, while collective structure involves the collective motion of all nucleons within the nucleus. The study of these structures is crucial for understanding the properties of exotic nuclei, like neutron-rich isotopes.

How do the authors study neutron-rich Sr isotopes?

The authors employ advanced nuclear models and computational methods to analyze the properties of neutron-rich Sr isotopes. These models help simulate the interactions between neutrons and protons, as well as their collective behavior, offering insights into the structure and stability of these exotic isotopes.

What are the key findings of the study?

The study reveals that neutron-rich Sr isotopes exhibit both single-particle and collective behaviors that can be distinctly observed in their nuclear structure. These isotopes show a complex interplay between these two forms of structure, providing a more detailed understanding of the nuclear forces at play in these exotic nuclei.

What is the significance of studying neutron-rich Sr isotopes?

Studying neutron-rich Sr isotopes helps expand the understanding of nuclear forces, particularly in regions far from stability. These findings contribute to the broader field of nuclear physics by improving models of nuclear structure, which have applications in various fields, including astrophysics and nuclear energy research.

What are the implications of this study for future research?

The results of this study pave the way for further investigations into neutron-rich isotopes, helping to refine models of nuclear structure. It may also aid in the development of experimental techniques to probe exotic nuclei, leading to a deeper understanding of the limits of nuclear stability and the forces governing the behavior of atomic nuclei.

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Article usage: Mar-2022 to May-2025
Show by month Manuscript Video Summary
2025 May 150 150
2025 April 68 68
2025 March 77 77
2025 February 46 46
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2024 December 60 60
2024 November 45 45
2024 October 34 34
2024 September 49 49
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2024 June 34 34
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2024 March 42 42
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2023 July 32 32
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2023 March 48 48
2023 February 1 1
2023 January 3 3
2022 December 31 31
2022 November 59 59
2022 October 37 37
2022 September 29 29
2022 August 49 49
2022 July 50 50
2022 June 95 95
2022 May 43 43
2022 April 31 31
Total 1635 1635
Show by month Manuscript Video Summary
2025 May 150 150
2025 April 68 68
2025 March 77 77
2025 February 46 46
2025 January 52 52
2024 December 60 60
2024 November 45 45
2024 October 34 34
2024 September 49 49
2024 August 33 33
2024 July 36 36
2024 June 34 34
2024 May 38 38
2024 April 48 48
2024 March 42 42
2024 February 36 36
2024 January 28 28
2023 December 32 32
2023 November 50 50
2023 October 32 32
2023 September 25 25
2023 August 19 19
2023 July 32 32
2023 June 19 19
2023 May 32 32
2023 April 42 42
2023 March 48 48
2023 February 1 1
2023 January 3 3
2022 December 31 31
2022 November 59 59
2022 October 37 37
2022 September 29 29
2022 August 49 49
2022 July 50 50
2022 June 95 95
2022 May 43 43
2022 April 31 31
Total 1635 1635
Related Subjects
Physics
Math
Chemistry
Computer science
Engineering
Earth science
Biology
copyright icon

© attribution CC-BY

  • 0

rating
1635 Views

Added on

2022-03-31

Doi: https://doi.org/10.3390/universe8010023

Related Subjects
Physics
Math
Chemistry
Computer science
Engineering
Earth science
Biology

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