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摘要:
低空起降场跑道外来物(FOD)的检测与识别对于飞机飞行性能与机场运行安全具有重要意义。针对FOD目标尺寸小、无表观特征的特点及公开数据少的问题,构建FOD数据集,并提出一种基于物理特性的FOD检测与识别方法。采集常见FOD材质的多光谱图像,构建FOD的多光谱数据集。基于该数据集,对常见FOD (包括金属的锈迹与强反射现象)进行属性分析。基于沥青背景反射率,得到材质相对沥青的伪反射率。通过多种统计量,初步验证了不同材质的可分性,进而提出了使用密集嵌套连接的编码器-解码器结构神经网络,将伪反射率作为输入进行材质识别,在所构建数据集的测试集中,准确率为
0.9993 ,Macro-F1分数为0.7749 ,优于同模型大小等级的其他材质识别和分割模型。Abstract:The detection and recognition of foreign object debris (FOD) on low-altitude takeoff and landing runways are of critical importance to aircraft performance and airport operational safety. A FOD dataset was created and a physics-based FOD detection and identification approach was suggested in order to address the issues caused by the small size, lack of distinctive visual traits, and restricted availability of public data for FOD. Initially, multispectral images of common FOD materials were collected to establish a multispectral FOD dataset. Based on this dataset, attribute analysis was conducted on common FOD types, including metal rust and strong reflection phenomena. Utilizing the reflectivity of asphalt backgrounds, a pseudo-reflectivity metric relative to asphalt was derived for different materials. Through various statistical measures, the separability of different materials was preliminarily validated. Subsequently, a neural network with an encoder-decoder architecture featuring densely nested connections was proposed, using pseudo-reflectivity as input for material identification. The suggested approach outperformed existing material identification and segmentation models with similar parameter ranges on the test set of this dataset, achieving an accuracy of
0.9993 and a Macro-F1 score of0.7749 . -
表 1 多种衡量尺度下FOD数据的可分性验证
Table 1. Verification of FOD data separability under multiple measurement scales
指标类别 指标 p值 衡量尺度 马氏距离 4.950 离散度 4.983 MANOVA统计量 Wilks’ Lambda 0 Pillai’s Trace 0 Hotelling’s Trace 0 Roy’s Largest Root 0 表 2 各方法的测试结果与模型大小
Table 2. Test results and model sizes for each method
表 3 6波段与RGB下模型的测试指标值
Table 3. Test values for 6-band and RGB sub-models
波段数 准确率 Macro-F1 3(RGB) 0.7877 0.4884 6 0.9993 0.7749 表 4 Tversky指数加入与否的测试指标值
Table 4. Test values with or without Tversky index
损失函数 准确率 Macro-F1 Focal Loss 0.9991 0.6160 本文 0.9993 0.7749 表 5 不同U-Net结构的测试结果与模型大小
Table 5. Test results and model sizes for different U-Net structures
方法 准确率 Macro-F1 模型大小/KB U-Net[20] 0.9989 0.6420 30391 UNet++ 0.9992 0.8706 35347 本文 0.9993 0.7749 23151 -
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