Institute for Quantum Electronics, ETH Zurich, 8093 Zurich, Switzerland.
Max Planck Institute for the Structure and Dynamics of Matter, 22761 Hamburg, Germany.
Nature. 2018 Jan 24;553(7689):481-485. doi: 10.1038/nature25135.
Periodic driving can be used to control the properties of a many-body state coherently and to realize phases that are not accessible in static systems. For example, exposing materials to intense laser pulses makes it possible to induce metal-insulator transitions, to control magnetic order and to generate transient superconducting behaviour well above the static transition temperature. However, pinning down the mechanisms underlying these phenomena is often difficult because the response of a material to irradiation is governed by complex, many-body dynamics. For static systems, extensive calculations have been performed to explain phenomena such as high-temperature superconductivity. Theoretical analyses of driven many-body Hamiltonians are more challenging, but approaches have now been developed, motivated by recent observations. Here we report an experimental quantum simulation in a periodically modulated hexagonal lattice and show that antiferromagnetic correlations in a fermionic many-body system can be reduced, enhanced or even switched to ferromagnetic correlations (sign reversal). We demonstrate that the description of the many-body system using an effective Floquet-Hamiltonian with a renormalized tunnelling energy remains valid in the high-frequency regime by comparing the results to measurements in an equivalent static lattice. For near-resonant driving, the enhancement and sign reversal of correlations is explained by a microscopic model of the system in which the particle tunnelling and magnetic exchange energies can be controlled independently. In combination with the observed sufficiently long lifetimes of the correlations in this system, periodic driving thus provides an alternative way of investigating unconventional pairing in strongly correlated systems experimentally.
周期性驱动可以用于相干地控制多体状态的性质,并实现静态系统中无法达到的相。例如,将材料暴露于强激光脉冲下可以诱导金属-绝缘体转变,控制磁有序并在静态转变温度以上产生瞬态超导行为。然而,由于材料对辐照的响应受复杂的多体动力学控制,因此确定这些现象背后的机制通常很困难。对于静态系统,已经进行了广泛的计算来解释高温超导等现象。驱动多体哈密顿量的理论分析更具挑战性,但现在已经开发出了一些方法,这些方法是受最近的观察结果启发的。在这里,我们报告了在周期性调制的六方晶格中进行的实验量子模拟,并表明在费米子多体系统中反铁磁关联可以被减少、增强甚至转变为铁磁关联(符号反转)。我们证明了通过在等效静态晶格中的测量来比较,使用具有重整化隧道能量的有效 Floquet-Hamiltonian 来描述多体系统的方法在高频情况下仍然有效。对于近共振驱动,关联的增强和符号反转可以通过系统的微观模型来解释,其中粒子隧道和磁交换能量可以独立控制。结合该系统中关联的观察到的足够长的寿命,周期性驱动因此为在实验中研究强关联系统中的非常规配对提供了一种替代方法。