基于改进YOLO11的探地雷达地下病害智能检测

      Intelligent detection of underground pavement defects using an improved YOLO11 framework based on ground penetrating radar

      • 摘要: 探地雷达(Ground Penetrating Radar,GPR) B-scan图像中的地下病害目标往往具有弱反射、噪声干扰强以及尺度变化大的特点。针对这些问题,本文在YOLO11n (You Only Look Once 11 nano)的基础上提出了一种改进检测模型YOLO11n-HISA,用于实现地下空洞与裂缝两类地下病害目标的高精度识别。该模型针对GPR图像特性从特征提取、特征建模与多尺度融合三个方面对网络结构进行优化:在特征提取阶段中引入C3k2-HetConv模块以提升局部结构的表达能力并降低冗余计算;在特征建模阶段设计C2PSA-IERB模块来增强全局上下文与局部细节的联合建模能力;在颈部结构中构建ASF-SDI模块,强化了不同尺度特征之间的一致性与互补性。在自建GPR地下病害数据集上的实验结果表明,所提出的YOLO11n-HISA在保持较低参数量与计算量的前提下,实现了Precision、Recall与平均精度均值(mean Average Precision, mAP)指标的整体提升,其中mAP@0.5从0.809提升至0.857,mAP@0.5:0.95从0.442提升至0.483,验证了算法的有效性。

         

        Abstract: B-scan images obtained by ground penetrating radar (GPR) often show underground defects characterised by weak reflections, strong noise interference and significant scale variations. To address these challenges, this article proposes an improved detection model, YOLO11n-HISA, based on YOLO11n (You Only Look Once 11 nano), which enables highly accurate identification of two types of underground defects: voids and cracks. The model optimises the network architecture in three aspects (feature extraction, feature modelling and multi-scale fusion) adapted to the characteristics of GPR images. The C3k2-HetConv module is introduced in the feature extraction phase to improve local structural representation while reducing redundant calculations. The C2PSA-IERB module was designed during the feature modeling phase to improve the joint modeling capability of the global environment and local details. The ASF-SDI module is integrated into the neck structure to enhance consistency and complementarity between features at different scales. Experimental results obtained from a self-constructed set of underground pathological GPR data demonstrate that the proposed YOLO11n-HISA model improves overall precision, recall, and mean average precision (mAP) measurements while maintaining a low number of parameters and computational requirements. More specifically, mAP@0.5 increases from 0.809 to 0.857 and mAP@0.5:0.95 increases from 0.442 to 0.483, confirming the effectiveness of the algorithm.

         

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