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Scalable Spin Squeezing for Quantum-Enhanced Magnetometry with Bose-Einstein Condensates

机译:玻色-爱因斯坦凝聚物的量子增强磁力测定法的可伸缩自旋压缩

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摘要

A major challenge in quantum metrology is the generation of entangled states with a macroscopic atom number. Here, we demonstrate experimentally that atomic squeezing generated via nonlinear dynamics in Bose-Einstein condensates, combined with suitable trap geometries, allows scaling to large ensemble sizes. We achieve a suppression of fluctuations by 5.3(5) dB for 12 300 particles, from which we infer that similar squeezing can be obtained for more than 10~7 atoms. With this resource, we demonstrate quantum-enhanced magnetometry by swapping the squeezed state to magnetically sensitive hyperfine levels that have negligible nonlinearity. We find a quantum-enhanced single-shot sensitivity of 310(47) pT for static magnetic fields in a probe volume as small as 90 μm~3.
机译:量子计量学中的主要挑战是产生具有宏观原子序数的纠缠态。在这里,我们通过实验证明,通过非线性动力学在Bose-Einstein冷凝物中产生的原子压缩,再加上合适的陷阱几何形状,可以缩放到较大的整体尺寸。对于12 300个粒子,我们实现了5.3(5)dB的波动抑制,由此我们可以推断,对于10〜7个以上的原子,可以获得类似的压缩。利用这一资源,我们通过将压缩态交换为具有可忽略的非线性的磁敏感超细能级来证明量子增强的磁力法。我们发现小体积90μm〜3的静态磁场的量子增强单发灵敏度为310(47)pT。

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