Nuclear rotation in the continuum
K. Fossez, W. Nazarewicz, Y. Jaganathen, N. Michel, M. P{\l}oszajczak

TL;DR
This paper investigates how collective rotational states in the continuum, specifically in the halo nucleus $^{11}$Be, are stabilized by decay channel closure and angular momentum alignment, revealing conditions for long-lived states at high excitation energies.
Contribution
It introduces a non-adiabatic coupled-channel approach with the Berggren ensemble to analyze continuum effects on nuclear rotation in $^{11}$Be, highlighting mechanisms that stabilize collective motion.
Findings
Ground band rotation is stabilized by closed decay channels and angular momentum alignment.
High-spin states show increased high-$ ext{l}$ components, reducing decay widths.
Long-lived collective states can exist at high excitation energies in weakly bound nuclei.
Abstract
Atomic nuclei often exhibit collective rotational-like behavior in highly excited states, well above the particle emission threshold. What determines the existence of collective motion in the continuum region, is not fully understood. In this work, by studying the collective rotation of the positive-parity deformed configurations of the one-neutron halo nucleus Be, we assess different mechanisms that stabilize collective behavior beyond the limits of particle stability. To solve a particle-plus-core problem, we employ a non-adiabatic coupled-channel formalism and the Berggren single-particle ensemble, which explicitly contains bound states, narrow resonances, and the scattering continuum. We study the valence-neutron density in the intrinsic rotor frame to assess the validity of the adiabatic approach as the…
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