论文标题

有效解决原子重新配置问题的有效算法。 I.重新分布重新配置(RED-REC)算法

Efficient algorithms to solve atom reconfiguration problems. I. The redistribution-reconfiguration (red-rec) algorithm

论文作者

Cimring, Barry, Sabeh, Remy El, Bacvanski, Marc, Maaz, Stephanie, Hajj, Izzat El, Nishimura, Naomi, Mouawad, Amer E., Cooper, Alexandre

论文摘要

我们提出了使用动态光学陷阱阵列制备原子的大型原子配置的重新分布 - 重点(RED-REC)算法。 Red-Rec利用简单的启发式方法和确切的子例程来解决网格上的原子重新配置问题。它承认适用于实时操作的快速有效实施。在不存在和存在损失的情况下,我们使用现实的物理参数和操作约束来数字量化其性能。 RED-REC启用具有高平均成功概率的原子的大型原子配置。快速准备时间是通过利用同时捕获多个陷阱的平行控制操作来实现的。通过拒绝含有较少原子的原子的配置来实现更快的准备时间。但是,在网格上准备一个以0.5尺度的概率作为所需原子数的3/2功率的概率为0.5尺度的原子上的陷阱数量。这一发现突出了一些与扩大数万原子以外的原子构型相关的挑战。

We propose the redistribution-reconfiguration (red-rec) algorithm to prepare large configurations of atoms using arrays of dynamic optical traps. Red-rec exploits simple heuristics and exact subroutines to solve atom reconfiguration problems on grids. It admits a fast and efficient implementation suitable for real-time operation. We numerically quantify its performance using realistic physical parameters and operational constraints, both in the absence and presence of loss. Red-rec enables assembling large configurations of atoms with high mean success probability. Fast preparation times are achieved by harnessing parallel control operations that actuate multiple traps simultaneously. Faster preparation times are achieved by rejecting configurations of atoms containing fewer atoms than a given threshold. However, the number of traps required to prepare a compact-centered configuration of atoms on a grid with a probability of 0.5 scales as the 3/2 power of the number of desired atoms. This finding highlights some of the challenges associated with scaling up configurations of atoms beyond tens of thousands of atoms.

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