基于分数阶傅里叶变换的变电站设备点云单体化分割算法

Point Cloud Instance Segmentation Algorithm for Substation Equipment Based on the Fractional Fourier Transform

  • 摘要: 针对变电站场景点云数据中设备结构特征提取困难、分割精度不足的问题,提出一种基于分数阶傅里叶变换(FrFT)的点云分割算法——FrFT-PointNet。本方法的核心是构建一种时频自适应感知机制。该机制通过可训练的多阶分数阶傅里叶卷积层,网络能自适应地为不同局部结构寻找最优的时频分析域,从而在单一框架内协同捕捉空间几何细节与分数频域能量特征;同时,通过设计分数阶傅里叶幅值池化层,利用能量统计聚合获得对噪声与遮挡更具不变性的稳健全局表征。这种机制从根本上增强了模型对复杂边缘的感知与整体特征表达能力。实验结果表明,FrFT-PointNet的性能显著优于现有主流方法,平均交并比达79.38%,总体精度达86.92%,相比PointNet++算法分别提高了4.75%和6.45%。

     

    Abstract: To construct an accurate three-dimensional digital model of substations for quantitative evaluation of UAV inspection blind spots, the instance segmentation of equipment point clouds is of critical importance. However, the complex geometric structures, significant noise interference, and severe occlusion commonly present in substation scenes pose great challenges to the feature representation capability and robustness of segmentation algorithms. To address these issues, we propose an innovative point cloud segmentation algorithm based on the Fractional Fourier Transform, namely FrFT-PointNet. The core of the proposed method is a time-frequency adaptive perception mechanism. This mechanism, on one hand, employs a trainable multi-order fractional Fourier convolution layer, enabling the network to adaptively identify the optimal time-frequency analysis domain for varying local structures, thereby synergistically capturing both spatial geometric details and fractional domain energy features within a unified framework. On the other hand, it incorporates a designed fractional Fourier amplitude pooling layer, which utilizes energy-based statistical aggregation to obtain a more invariant and robust global representation against noise and occlusion. This mechanism fundamentally enhances the model's ability to perceive complex boundaries and improves its overall feature representation capability. Experimental results show that FrFT-PointNet significantly outperforms existing mainstream methods, achieving a mean Intersection over Union of 79.38% and an overall accuracy of 86.92%. Compared with the PointNet++ algorithm, these metrics represent improvements of 4.75% and 6.45%, respectively.

     

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