object

halo nuclei

Atomic nuclei with a diffuse neutron halo, altering nuclear structure and stability.
22 related articles · 1 formulas

Description

Halo nuclei are exotic atomic nuclei in which one or more neutrons orbit far from a compact core of protons and other neutrons, forming a diffuse, cloud-like 'halo'. This structure dramatically alters the nucleus's size, binding energy, and reaction behavior compared to ordinary nuclei. The most famous example is lithium-11, which has a core of three protons and six neutrons surrounded by two loosely bound neutrons extending over a radius comparable to that of a much heavier lead nucleus.

History

The concept emerged in the 1980s, notably through experiments by Isao Tanihata and colleagues at Lawrence Berkeley Laboratory, who measured unexpectedly large interaction cross-sections for lithium-11 in 1985.

How it works

In a halo nucleus, the valence neutrons are just barely bound to the core, with binding energies of only a few hundred keV (versus several MeV for typical nucleons). Quantum mechanics allows these weakly bound neutrons to tunnel far beyond the nuclear potential well, creating a probability distribution that extends to large distances. The core remains compact, while the halo neutrons contribute most of the nuclear radius but little to the binding energy.

In practice

Halo nuclei are studied in nuclear astrophysics to understand neutron-rich environments like neutron star crusts, and they serve as testbeds for nuclear models used in predicting the properties of exotic isotopes.

Fun fact

The halo neutrons in lithium-11 can extend so far that the nucleus is roughly the same size as a lead-208 nucleus, despite having only 11 nucleons.

Concept graph →

Formulas

$$\Delta H_{\text{hull}} = \Delta_f H - E_{\text{hull}}$$
Positive hull enthalpy indicates thermodynamic instability.
What is in the formula
\Delta H_{\text{hullvariableHull enthalpy, energy above convex hull — enthalpy joule per mole
\Delta_f HvariableFormation enthalpy of the compound — enthalpy joule per mole
E_{\text{hull}}variableConvex hull energy at the composition — energy joule per mole
δ_{{hull}}h({x}_\varphi)=δ_fh({x}_\varphi)-e_{{gs}}({x}_\varphi) · 2607.04502

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