通过离网格稀疏贝叶斯学习,为地面穿透雷达勘测提供基于共主采样的时延估计

Jingjing Pan;Huimin Pan;Meng Sun;Yide Wang;Vincent Baltazart;Xudong Dong;Jun Zhao;Xiaofei Zhang;Hing Cheung So
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引用次数: 0

摘要

使用地面穿透雷达(GPR)进行时延估算(TDE)在道路勘测中具有重要意义。传统的 GPR 方法采用均匀采样策略进行 TDE,这需要大量的频率采样点,导致数据采集时间长、数据存储量大,尤其是对于超宽带 (UWB) 雷达而言。此外,由于 GPR 的分辨率有限以及 GPR 信号的特性,检测来自路面薄层的重叠后向散射回波仍然是 TDE 的一项挑战。为了解决这些问题,我们利用离网稀疏贝叶斯学习(OGSBL),为路面勘测中的薄层推导出一种基于共主采样策略的 TDE,简称共主-OGSBL。在我们的方案中,与均匀采样相比,采用共时采样策略的 GPR 信号采样率大大降低,从而减轻了数据采集负担,降低了计算复杂度。通过利用雷达脉冲、共时采样和 GPR 信号的非圆性,OGSBL 还提高了时间延迟和厚度的估计性能。模拟和实验结果都证明了所提方法在估计时间延迟和厚度方面的效率和准确性。
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Co-Prime Sampling-Based Time-Delay Estimation for Roadway Survey by Ground Penetrating Radar via Off-Grid Sparse Bayesian Learning
Time-delay estimation (TDE) using ground penetrating radar (GPR) is of great importance in roadway surveys. The conventional GPR methods apply a uniform sampling strategy for TDE, which requires numerous frequency sampling points, leading to lengthy data acquisition time and large data storage, especially for ultra-wideband (UWB) radar. Moreover, detecting the overlapped backscattered echoes from the thin layer of roadways remains a challenge in TDE, due to the limited resolution of GPR and the characteristics of GPR signals. To address these issues, we derive a co-prime sampling strategy-based TDE for thin layers in roadway survey by exploiting off-grid sparse Bayesian learning (OGSBL), referred to co-prime-OGSBL. In our scheme, the sampling rate of GPR signals with a co-prime sampling strategy is greatly reduced compared with the uniform sampling, which therefore reduces the data acquisition burden and computational complexity. The estimation performance of time delays and thickness is also enhanced with OGSBL by utilizing radar pulse, co-prime sampling, and noncircularity of GPR signals. Both simulation and experimental results demonstrate the efficiency and accuracy of the proposed method in the estimation of time delays and thickness.
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