Yu-Ting Rong

collaborators

3 papers

nucl-th2025

Light and heavy $I^$ hyperclusters in nuclear matter with relativistic-mean-field models

Cheng-Jun Xia, Yu-Ting Rong, Ting-Ting Sun

In the framework of relativistic-mean-field (RMF) models, we investigate the properties of light and heavy $I^$ hyperclusters emersed in nuclear matter at various densities $n_{\ma…

nucl-th2025

Constraints on $I^ N$ Effective Interactions from Mirror Hypernuclei in a Deformed Relativistic Hartree-Bogoliubov Model

Yu-Ting Rong, Dan Yang, Cheng-Jun Xia +1

We investigate the ground-state properties of four mirror hypernuclei pairs-- $_{I^}^{10} $ Be- $_{I^}^{10} $ B, $_{I^}^{12} $ B- $_{I^}^{12} $ C, $_{I^}^{16} $ N- $_{I^}^{16} $ O, and $_{I^}^{40} $ K- $_{I^}^{40} $ C…

nucl-th2025

Neutron Magic Numbers in $s d$ Shell from Nuclear Charge Radii within Neutron-Proton Correction around the Fermi Surface

Yu-Ting Rong, Ping-Mo Liu, Dan Yang +1

Charge radii are sensitive indicators to identify the nuclear structure phenomena throughout the whole nuclide chart. In particular, the shrunken trend of changes of charge radii a…

Light and heavy I^ hyperclusters in nuclear matter with relativistic-mean-field models

Constraints on I^N Effective Interactions from Mirror Hypernuclei in a Deformed Relativistic Hartree-Bogoliubov Model

Neutron Magic Numbers in sd Shell from Nuclear Charge Radii within Neutron-Proton Correction around the Fermi Surface

Light and heavy $I^$ hyperclusters in nuclear matter with relativistic-mean-field models

Constraints on $I^ N$ Effective Interactions from Mirror Hypernuclei in a Deformed Relativistic Hartree-Bogoliubov Model

Neutron Magic Numbers in $s d$ Shell from Nuclear Charge Radii within Neutron-Proton Correction around the Fermi Surface