论文标题
通过完全卷积网络对桥接加速度测量的分析,虚拟轴检测器
Virtual Axle Detector based on Analysis of Bridge Acceleration Measurements by Fully Convolutional Network
论文作者
论文摘要
在桥梁称重(BWIM)方法的实际应用中,车辆通过期间车轮或车轴的位置在大多数情况下是先决条件。为了避免使用常规的轴检测器和桥梁类型特定的方法,我们提出了一种新的方法,通过在桥的任何点上放置加速度计来检测轴检测。为了开发尽可能简单且可理解的模型,将轴检测任务实现为二进制分类问题,而不是回归问题。该模型被用作完全卷积网络,以连续小波变换的形式处理信号。这允许在单个步骤中以最大效率处理任何长度的段落,同时在单个评估中使用多个量表。这使我们的方法能够在桥结构的任何位置使用加速信号,该信号用作虚拟轴检测器(VADS),而无需限于特定的结构类型的桥梁。为了测试所提出的方法,我们分析了在长距离交通线的钢槽铁路桥上记录的3787列火车通道。我们在测量数据上的结果表明,我们的模型检测到轴的95%,因此,正确检测到了134,800个以前看不见的轴的128,599。总共可以以20厘米的最大空间误差检测到90%的车轴,最大速度为$ V _ {\ Mathrm {max}} = 56,3〜 \ Mathrm {m/s} $。分析表明,即使在实际操作条件下,我们开发的模型也可以将加速度计作为VAD。
In the practical application of the Bridge Weigh-In-Motion (BWIM) methods, the position of the wheels or axles during the passage of a vehicle is in most cases a prerequisite. To avoid the use of conventional axle detectors and bridge type specific methods, we propose a novel method for axle detection through the placement of accelerometers at any point of a bridge. In order to develop a model that is as simple and comprehensible as possible, the axle detection task is implemented as a binary classification problem instead of a regression problem. The model is implemented as a Fully Convolutional Network to process signals in the form of Continuous Wavelet Transforms. This allows passages of any length to be processed in a single step with maximum efficiency while utilising multiple scales in a single evaluation. This enables our method to use acceleration signals at any location of the bridge structure serving as Virtual Axle Detectors (VADs) without being limited to specific structural types of bridges. To test the proposed method, we analysed 3787 train passages recorded on a steel trough railway bridge of a long-distance traffic line. Our results on the measurement data show that our model detects 95% of the axes, thus, 128,599 of 134,800 previously unseen axles were correctly detected. In total, 90% of the axles can be detected with a maximum spatial error of 20cm, with a maximum velocity of $v_{\mathrm{max}}=56,3~\mathrm{m/s}$. The analysis shows that our developed model can use accelerometers as VADs even under real operating conditions.