Curator's Take
This article demonstrates that by analytically accounting for interaction‑induced energy shifts, fast radio‑frequency pulses can circularize two interacting $^{87}$Rb Rydberg atoms in just 65 ns with ≥95 % fidelity, even at sub‑10 µm separations. The work moves beyond earlier single‑atom schemes and provides a simple two‑parameter pulse‑shaping recipe that restores high performance despite the strong dipole–dipole couplings essential for quantum simulation and computation. By enabling rapid, high‑fidelity preparation of interacting circular states, it clears a major bottleneck on the path to scalable neutral‑atom platforms, though experimental success will still hinge on precise RF amplitude and frequency control.
— Mark Eatherly
Summary
Circular states in Rydberg atoms offer a promising platform for quantum computation, quantum simulation and quantum sensing. However, the final step of their preparation - termed as circularization, a process that involves the transfer of a large amount of angular momentum quanta to the valence electron by means of radio-frequency (RF) pulses - remains as a major bottleneck for all technological applications based on interacting circular Rydberg atoms. Even though successfully implemented to circularize an atom cloud in the dilute regime, previous efforts to speed up the circularization process have focused on the single-atom case, thereby neglecting the interactions which constitute one of the main resources for quantum simulation and computation. In this theoretical work we show how interactions between two atoms disturb the efficiency of pulses designed for single atoms and identify shifts induced by the interactions on relevant transition energies as the dominant disturbance. We demonstrate that the initial efficiency of single-atom pulses can be restored by adapting them to these shifts. Our approach is based on a simple functional form depending only on two linear parameters, which we derive analytically. The adapted pulses prepare two $^{87}$Rb atoms after $65 \,$ns in a $n=52$ circular state with a fidelity of at least $95\,\%$ for interatomic distances down to $6.5\,μ$m and for all angular configurations, while also complying experimental amplitude and frequency constraints. Finally, we show that when combining our adapted pulses with Krotov's pulse-shaping algorithm we obtain high-fidelity pulses for any pair arrangement with interatomic distances larger than $5.9\,μ$m. This work demonstrates that fast RF pulses can circularize interacting Rydberg atoms, paving the way toward their technological application.