AI 中文总结
该研究受可编程镊子阵列启发，为近等边原子三聚体开发形状空间理论，利用希格斯振荡器得出相关晶格及极小值位点，通过特定驱动和相位，为几何量子比特和纠缠操作提供候选途径。
AI 中文摘要
受可编程镊子阵列的启发，我们为近等边原子三聚体开发了一种精确可解的形状空间理论。肯德尔形状球上的希格斯振荡器给出了一个非共振光谱晶格，其固定角动量相对静止极小值位于两个相邻的允许位点上。这些对称选择的双重态与较高的相对静止分支由有限的分支间隙隔开。通过相位相干形状模式驱动和里德堡介导的条件相位，它们为几何量子比特和纠缠操作提供了一条候选途径。
英文摘要
Motivated by programmable tweezer arrays, we develop an exactly solvable shape-space theory for near-equilateral atomic trimers. The Higgs oscillator on Kendall's shape sphere gives a nonresonant spectral lattice whose fixed-angular-momentum relative-stationary minimizers are supported on two adjacent admissible sites. These symmetry-selected doublets are separated from higher relative-stationary branches by a finite branch gap. With phase-coherent shape-mode driving and Rydberg-mediated conditional phases, they furnish a candidate route to geometric qubits and entangling operations.
Comments2 figures; Animations in ancillary files
