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使用 F loquet 工程化的 XYZ 自旋模型对极分子进行两轴扭曲。

Two-axis twisting using Floquet-engineered XYZ spin models with polar molecules.

机构信息

JILA, National Institute of Standards and Technology and Department of Physics, University of Colorado, Boulder, CO, USA.

Department of Physics, Harvard University, Cambridge, MA, USA.

出版信息

Nature. 2024 Sep;633(8029):332-337. doi: 10.1038/s41586-024-07883-2. Epub 2024 Sep 11.

Abstract

Polar molecules confined in an optical lattice are a versatile platform to explore spin-motion dynamics based on strong, long-range dipolar interactions. The precise tunability of Ising and spin-exchange interactions with both microwave and d.c. electric fields makes the molecular system particularly suitable for engineering complex many-body dynamics. Here we used Floquet engineering to realize new quantum many-body systems of polar molecules. Using a spin encoded in the two lowest rotational states of ultracold KRb molecules, we mutually validated XXZ spin models tuned by a Floquet microwave pulse sequence against those tuned by a d.c. electric field through observations of Ramsey contrast dynamics. This validation sets the stage for the realization of Hamiltonians inaccessible with static fields. In particular, we observed two-axis twisting mean-field dynamics, generated by a Floquet-engineered XYZ model using itinerant molecules in two-dimensional layers. In the future, Floquet-engineered Hamiltonians could generate entangled states for molecule-based precision measurement or could take advantage of the rich molecular structure for quantum simulation of multi-level systems.

摘要

被限制在光学晶格中的极性分子是一个强大的平台,可以探索基于强长程偶极相互作用的自旋运动动力学。通过微波和直流电场对伊辛和自旋交换相互作用的精确可调性,使得分子系统特别适合于工程复杂的多体动力学。在这里,我们使用弗洛奎特工程来实现极性分子的新量子多体系统。使用超冷 KRb 分子的两个最低旋转态中的自旋编码,我们通过观察拉姆齐对比动力学,相互验证了由弗洛奎特微波脉冲序列调谐的 XXZ 自旋模型与由直流电场调谐的自旋模型。这一验证为实现用静态场无法实现的哈密顿量奠定了基础。特别是,我们观察到了由二维层中扩散分子的弗洛奎特工程 XYZ 模型产生的双轴扭曲平均场动力学。在未来,弗洛奎特工程的哈密顿量可以为基于分子的精密测量产生纠缠态,或者可以利用丰富的分子结构来模拟多层次系统的量子。

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