论文标题
超对称晶格汉密尔顿的扭结动力学和量子模拟
Kink dynamics and quantum simulation of supersymmetric lattice Hamiltonians
论文作者
论文摘要
我们建议使用被困在1D构型中的原子并通过Rydberg穿着的电势相互作用对超对称晶格模型进行量子模拟。模型中的基本激发是扭结或（在一个额外的粒子的扇区中）其超级零件者 - skinks。两者通过超对称性连接并显示相同的量子动力学。我们提供了扭结/skink淬灭动力学的分析描述，并提出了一种准备和检测量子模拟器中这些激发的协议。我们根据Rydberg Atom Simulator进行了基于数值模拟的详细分析，并表明它准确地跟踪了超对称模型的动力学。
We propose a quantum simulation of a supersymmetric lattice model using atoms trapped in a 1D configuration and interacting through a Rydberg dressed potential. The elementary excitations in the model are kinks or (in a sector with one extra particle) their superpartners - the skinks. The two are connected by supersymmetry and display identical quantum dynamics. We provide an analytical description of the kink/skink quench dynamics and propose a protocol to prepare and detect these excitations in the quantum simulator. We make a detailed analysis, based on numerical simulation, of the Rydberg atom simulator and show that it accurately tracks the dynamics of the supersymmetric model.
