论文标题
在超导量子处理器上测量引起的纠缠相变的实验实现
Experimental Realization of a Measurement-Induced Entanglement Phase Transition on a Superconducting Quantum Processor
论文作者
论文摘要
经历统一动力学的千古量子多体系统朝着越来越多的纠缠状态发展,其特征是具有系统体积的纠缠熵的广泛缩放。在另一个极端,可以反复测量的量子系统可以在测量本特征中稳定,这是一种称为量子Zeno效应的现象。最近,在其中散布量子测量的中间状态已引起人们的关注。数值研究报道了存在的存在,这些阶段的存在为以数量和法律纠缠熵缩放为特征,分别以不频繁和频繁的测量速率,以关键的测量率分开。由于需要重复的高保真性中路测量以及对不断发展的单位的良好控制,对近期量子硬件的这些动态量子阶段的实验研究具有挑战性。在这里,我们报告了具有中路读数能力的超导量子处理器上测量引起的纠缠过渡的实现。我们直接通过改变射击测量速率,直接观察到体积和区域范围阶段中的纠缠熵的广泛和延伸缩放。我们进一步通过对不同系统大小进行数据崩溃来证明过渡的现象学关键行为。我们的工作为使用中路测量作为近期量子计算机上的量子模拟的有效资源铺平了道路,例如,通过促进动态和远程纠缠量子相的研究。
Ergodic quantum many-body systems undergoing unitary dynamics evolve towards increasingly entangled states characterized by an extensive scaling of entanglement entropy with system volume. At the other extreme, quantum systems repeatedly measured may be stabilized in a measurement eigenstate, a phenomenon known as the quantum Zeno effect. Recently, the intermediate regime in which unitary evolution is interspersed with quantum measurements has become of interest. Numerical studies have reported the existence of distinct phases characterized by volume- and area-law entanglement entropy scaling for infrequent and frequent measurement rates, respectively, separated by a critical measurement rate. The experimental investigation of these dynamic quantum phases of matter on near-term quantum hardware is challenging due to the need for repeated high-fidelity mid-circuit measurements and fine control over the evolving unitaries. Here, we report the realization of a measurement-induced entanglement transition on superconducting quantum processors with mid-circuit readout capability. We directly observe extensive and sub-extensive scaling of entanglement entropy in the volume- and area-law phases, respectively, by varying the rate of projective measurements. We further demonstrate phenomenological critical behavior of the transition by performing a data collapse for different system sizes. Our work paves the way for the use of mid-circuit measurement as an effective resource for quantum simulation on near-term quantum computers, for instance by facilitating the study of dynamic and long-range entangled quantum phases.