用机器学习从一张图片快速非破坏性测出玻色-爱因斯坦凝聚体的温度和化学位。
Thermometry of simulated Bose--Einstein condensates using machine learning
- 用卷积神经网络从原位密度图像中直接提取参数,无需破坏样品。
- 在几毫秒内完成温度与化学位估计,误差仅几纳开。
- 模型能泛化到未训练过的环形阱和动态演化过程,适合实时实验分析。
超冷玻色气体中热力学参数的精确测定因传统测量手段的破坏性及实验不确定性而面临挑战。本文展示一种机器学习方法,仅需单张原位成像的密度分布图,即可快速、非破坏性地估算有限温度玻色气体的化学势与温度。所用卷积神经网络仅在谐振子势阱中的准二维‘煎饼状’凝聚体上训练,可在不足一秒内完成参数提取。模型展现出一定的零样本泛化能力:即使未接触过环形阱结构,仍能以仅几纳开的误差成功估计温度;在非平衡态动态热化过程中,经短暂演化后仍保持预测精度。结果表明,监督学习可突破传统超冷原子测温的局限,未来有望扩展至更广几何构型、温度范围及更多参数,实现量子气体实验的全面实时分析,显著提升实验效率与测量精度。
原文摘要 · Abstract (English)
Precise determination of thermodynamic parameters in ultracold Bose gases remains challenging due to the destructive nature of conventional measurement techniques and inherent experimental uncertainties. We demonstrate a machine learning approach for rapid, non-destructive estimation of the chemical potential and temperature from a single image of an \emph{in situ} imaged density profiles of finite-temperature Bose gases. Our convolutional neural network is trained exclusively on quasi-2D `pancake' condensates in harmonic trap configurations. It achieves parameter extraction within fractions of a second. The model also demonstrates {some} zero-shot generalisation across both trap geometry and thermalisation dynamics, successfully estimating the temperature (although not the chemical potential) for toroidally trapped condensates with errors of only a few nanokelvin despite no prior exposure to such geometries during training, and maintaining predictive accuracy during dynamic thermalisation processes after a relatively brief evolution without explicit training on non-equilibrium states. These results suggest that supervised learning can overcome traditional limitations in ultracold atom thermometry, with extension to broader geometric configurations, temperature ranges, and additional parameters potentially enabling comprehensive real-time analysis of quantum gas experiments. Such capabilities could significantly streamline experimental workflows whilst improving measurement precision across a range of quantum fluid systems.
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