论文标题
通过无序量子步行的细分
Subdiffusion via Disordered Quantum Walks
论文作者
论文摘要
运输现象在现代物理和应用科学中起着至关重要的作用。示例包括跨大型系统的能量耗散,光网络中量子信息的分布以及及时的扩散疾病建模。在这项工作中,我们在实验上证明了无序量子步行的可行性,以实现能够对一般亚延伸现象进行建模的量子模拟器,随着时间的流逝,在空间中表现出了sublinear。我们的实验通过在Walker的演变过程中对各种疾病的插入进行精心控制的插入,通过我们的设置的独特灵活性来模拟这种现象。这使我们能够探索从异常的安德森本地化到正常扩散的各种次级行为。
Transport phenomena play a crucial role in modern physics and applied sciences. Examples include the dissipation of energy across a large system, the distribution of quantum information in optical networks, and the timely modeling of spreading diseases. In this work, we experimentally prove the feasibility of disordered quantum walks to realize a quantum simulator that is able to model general subdiffusive phenomena, exhibiting a sublinear spreading in space over time. Our experiment simulates such phenomena by means of a finely controlled insertion of various levels of disorder during the evolution of the walker, enabled by the unique flexibility of our setup. This allows us to explore the full range of subdiffusive behaviors, ranging from anomalous Anderson localization to normal diffusion.