用两阶段优化提升量子磁传感精度与效率
A Two-stage Optimization Method for Wide-range Single-electron Quantum Magnetic Sensing
- 先用贝叶斯神经网络缩小信号范围,再用联邦强化学习精细调参
- 在有限时间内实现宽范围直流磁场估计,准确率显著优于现有方法
- 适合需要高精度、低耗时量子传感的科研与工业场景
基于自旋系统的量子磁传感已成为检测超弱磁场的新范式,推动导航、地质定位、生物医学等领域的应用发展。其核心在于设计最优传感参数以识别并估计目标信号(SoI)。现有方法多依赖黑箱式AI自适应算法或公式驱动的原理性搜索,但在目标信号范围广且传感器受物理约束时,常出现收敛慢或不优的问题,导致测量时间延长、精度下降。本文提出一种两阶段优化新协议:第一阶段采用固定参数的贝叶斯神经网络缩小SoI范围;第二阶段设计联邦强化学习代理,在缩小后的搜索空间内精细调参。该协议在单次读出条件下对氮空位中心电子自旋进行受限总时间预算的测试,相比当前最优方法,在宽范围直流磁场估计中实现了更高的准确性和资源利用效率。
原文摘要 · Abstract (English)
Quantum magnetic sensing based on spin systems has emerged as a new paradigm for detecting ultra-weak magnetic fields with unprecedented sensitivity, revitalizing applications in navigation, geo-localization, biology, and beyond. At the heart of quantum magnetic sensing, from the protocol perspective, lies the design of optimal sensing parameters to manifest and then estimate the underlying signals of interest (SoI). Existing studies on this front mainly rely on adaptive algorithms based on black-box AI models or formula-driven principled searches. However, when the SoI spans a wide range and the quantum sensor has physical constraints, these methods may fail to converge efficiently or optimally, resulting in prolonged interrogation times and reduced sensing accuracy. In this work, we report the design of a new protocol using a two-stage optimization method. In the 1st Stage, a Bayesian neural network with a fixed set of sensing parameters is used to narrow the range of SoI. In the 2nd Stage, a federated reinforcement learning agent is designed to fine-tune the sensing parameters within a reduced search space. The proposed protocol is developed and evaluated in a challenging context of single-shot readout of an NV-center electron spin under a constrained total sensing time budget; and yet it achieves significant improvements in both accuracy and resource efficiency for wide-range D.C. magnetic field estimation compared to the state of the art.
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