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Christian Ireland

Publications and source records attributed to Christian Ireland.

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Nuclear charge radii of aluminium isotopes at the proton drip line

Understanding the evolution of nuclear size away from stability remains a central challenge in nuclear physics. In neutron-deficient systems, charge radii can be highly sensitive to the interplay between strong and electromagnetic interactions, and the effects of weak binding, giving rise to exotic nuclear phenomena. However, experimental data on these systems has been limited by short lifetimes and low production rates. Here we report the first laser-spectroscopy measurements of nuclear charge radii along the neutron-deficient aluminium isotopic chain, from $^{25}$Al to the proton-drip-line nucleus $^{22}$Al, using the {Resonance Ionization Spectroscopy Experiment} (RISE) at the {Facility for Rare Isotope Beams} (FRIB). Our measurements reveal a step-like increase in charge radius toward the drip line, with similar radii for $^{22,\,23}$Al. A comparison of our results with those of their mirror partners reveals an almost identical correlation with the calculated proton skins and is consistent with the systematic trend of well-bound nuclei. These results offer insight for understanding the evolution of nuclear size at the proton dripline and place important constraints on modern nuclear theory. They also demonstrate the unique combined capabilities of RISE and FRIB to probe the structures of previously inaccessible nuclei at the limits of existence.

nucl-ex

Casimir force in discrete scalar fields I: 1D and 2D cases

We calculate the Casimir force between parallel plates for a massless scalar field. When adding the energy of normal modes, we avoid infinities by using a discrete spacetime lattice; however, this approach proves ineffective as long as both space and time are kept discrete. Yet, when time is treated as continuous while the scalar field forms a spatial periodic lattice, our method succeeds, and we refer to this approach as Hamiltonian lattice theory. The dispersion relation for both square and triangular lattices accurately reproduces the subtle Casimir effect, providing evidence that the Casimir force is independent of the type of lattice used. At low frequencies, both lattices exhibit a high level of rotational symmetry. However, at high frequencies, they lose this symmetry, even though the propagation of high-frequency waves becomes limited as their group velocity approaches zero.

quant-ph