用物理约束提升非视距下波达方向估计精度
Physics-Informed Domain-Invariant Feature Learning with Autoencoder-Driven Gaussian Clustering for Robust Non-line-of-Sight Scenarios

- 将平面波物理模型融入神经网络损失函数,约束角度与天线相位差的一致性
- 在低样本场景下,波达方向估计误差降低6度,优于基线方法
- 适合需要抗干扰、跨环境鲁棒的无线定位系统研发人员
干扰和欺骗对无线及卫星导航构成重大威胁,会破坏射频信号并影响其可用性和完整性。因此,通过波达方向(AoA)估计实现稳健的射频干扰定位至关重要。尽管数据驱动方法在视距(LoS)条件下表现良好,但在实际环境中因非视距(NLoS)多径传播导致性能下降。本文提出一种混合学习框架,将物理信息约束嵌入深度神经网络以增强AoA估计的鲁棒性。采用四元天线阵列接收信号,训练神经网络估计入射信号的方位角与俯仰角,同时引入物理感知损失,确保预测角度与天线间相位差在平面波模型下保持一致。进一步设计潜空间分类器以区分LoS与NLoS样本。由于LoS下的天线相位差在不同环境中具有域不变结构,物理损失仅作用于LoS样本,避免在NLoS场景中过度约束,促进物理一致且域不变的特征表示。此外,通过在具有不同散射体分布的NLoS环境上进行域增量学习(DIL),提升了跨域泛化能力。真实数据集评估显示,所提方法在低样本设置下相比基线方法,波达方向估计误差最大降低6°。
原文摘要 · Abstract (English)
Jamming and spoofing pose significant threats to wireless and satellite navigation by disrupting radio-frequency (RF) signals and compromising availability and integrity. Robust RF interference direction finding through angle-of-arrival (AoA) estimation is therefore essential for detecting and localizing anomalous signals. Although data-driven methods perform well under line-of-sight (LoS) conditions, their performance degrades in practical environments due to non-line-of-sight (NLoS) multipath propagation. In this work, we propose a hybrid learning framework that incorporates physics-informed constraints into deep neural networks to improve the robustness of AoA estimation. A neural network is trained to estimate the azimuth and elevation of incoming signals received by a four-element antenna array, while a physics-informed loss enforces consistency between the predicted angles and inter-antenna phase differences under a plane-wave model. We further introduce a latent-space classifier to distinguish LoS from NLoS samples. Since inter-antenna phase differences under LoS propagation exhibit domain-invariant structure across environments, the physics-based loss is applied only to LoS samples, promoting physically consistent and domain-invariant representations without over-constraining the model in NLoS scenarios. In addition, domain-incremental learning (DIL) across NLoS environments with varying scatterer distributions improves cross-domain generalization. Evaluations on real-world datasets show that the proposed method reduces AoA estimation error by up to 6° in low-exemplar settings compared with DIL baselines.
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