# Relativistic calculations of the energies of the low-lying $1sns$, $1snp$, $1snd$ states and the probabilities of the one-photon $1snl\to 1sn'l'$ transitions in heliumlike uranium

## TL;DR

This paper presents relativistic calculations of energy levels and transition probabilities for low-lying states in heliumlike uranium, incorporating QED, recoil, and nuclear effects for high-precision atomic data.

## Contribution

It provides comprehensive relativistic and QED calculations of energy levels and transition probabilities in heliumlike uranium, including nuclear effects, using advanced computational methods.

## Key findings

- Accurate energy levels for $1sns$, $1snp$, $1snd$ states with $n  4$.
- Transition probabilities for key one-photon transitions.
- Inclusion of nuclear recoil, polarization, and deformation effects.

## Abstract

For heliumlike uranium, the energies of the singly-excited $1sns$, $1snp$, and $1snd$ states with $n\leq 4$ and the probabilities of the one-photon $1s3d\to 1s2p$, $1s3p\to 1s2s$, $1s3p\to 1s2p$ and $1s4d\to 1s2p$ transitions are evaluated. The calculations are performed within the Breit approximation using the configuration-interaction method in the basis of the Dirac-Fock-Sturm orbitals. The QED corrections to the energy levels are calculated employing the model-QED-operator approach. The nuclear recoil, frequency-dependent Breit-interaction, nuclear polarization, and nuclear deformation corrections are taken into account as well.