用物理启发的神经网络提升复杂声场中的定位鲁棒性
Physics-Informed Learning for Robust Acoustic Localization with Calibrated Uncertainty
- 基于物理特征的模型修正超平面定位器,避免异常解
- 在真实野外环境中将最坏情况误差显著降低
- 提供可量化的不确定性估计,适合后续空间建模
被动声学监测(PAM)为生态空间点过程数据获取提供了前所未有的规模机会。然而,实现这一潜力需要精确且可扩展的定位方法。现实中户外声景中,多路径效应、近场效应和复杂传播常使经典定位方法(如双曲线法、评分法)假设失效,导致算法脆弱,即使小型麦克风阵列也可能出现极端误差。我们不替换底层物理,而是提出一种学习模型,对物理启发的声学特征进行处理,修正快速超平面求解器产生的不合理结果。该方法在真实野外和模拟环境下的分布式麦克风阵列上验证,显著降低了灾难性最坏情况误差,同时保持了与原始方法相当的中位数精度,并提供校准过的、与几何相关的不确定性估计,适用于下游空间模型。此工作为复杂声学环境中可扩展的自动化野生动物监测迈出关键一步。
原文摘要 · Abstract (English)
Recent advances in Passive Acoustic Monitoring (PAM) offer an opportunity to obtain ecological spatial point-process data at unprecedented scale. However, realizing this opportunity necessitates the development of accurate and scalable localization methods. In real-world outdoor soundscapes, however, the assumptions underlying classical localization methods such as hyperbolic and score-based localization are routinely violated by multipath dominance, near-field effects, and complex propagation. Under these conditions, classical localization methods become brittle, with extreme errors possible even in small detection arrays. Rather than statistically replacing the underlying physics, we propose a method to refine it and increase robustness outside of ideal operating conditions: a learned model operating on physics-informed acoustic features corrects a fast hyperbolic solver where it produces implausible solutions, substantially reducing catastrophic worst-case errors while matching its median accuracy on field data. We further provide calibrated, geometry-aware uncertainty estimates suitable for propagation into downstream spatial models. Evaluating on distributed microphone arrays in real and simulated outdoor environments, we demonstrate that the proposed method yields robust, uncertainty-aware localization, providing a step toward scalable automated wildlife monitoring in complex acoustic environments.
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