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Deterioration prediction of concrete bridge components using artificial intelligence and stochastic methods

机译:基于人工智能和随机方法的混凝土桥梁构件劣化预测

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摘要

Road authorities make significant investments in the planning of maintenance, repair, and rehabilitation of concrete bridges. In order to extract the optimal output in the form of good management decisions with least resources, a bridge management system (BMS) is essential. In BMSs, decisions regarding frequency of maintenance, conducting repairs and rehabilitation are based on inspection data collected for bridges using a condition rating manual. At present, deterioration caused by service conditions and deferred maintenance of old bridges are diagnosed using a condition monitoring system where a condition rating is given to each and every component based on visual inspection. Evaluating these conditions to arrive at a meaningful decision criterion is a challenge faced by many road authorities in the world. Currently most decisions are made considering the data collected for a given year, which is essentially a reactive decision making process. Significant advantages will be available if the data can be used to forecast the future behaviour of the bridge components. In view of this, an attempt has been made to develop deterioration models for existing bridges using Markov chain and artificial neural network methods to compare the suitability of these two methods. Whilst there have been many different methods proposed in the literature to predict future condition from existing condition monitoring data, they have not been widely accepted. These methods include the Markov process, the Gamma process, and deterministic methods, where a condition curve is derived from a large amount of discrete condition data. In this research, an attempt has been made to use two of the most popular methods, the Markov process and artificial neural networks (ANNs), to forecast deterioration using condition data from level 2 inspections by VicRoads. Visual inspection data has been sourced from the road transport authority of Victoria, Australia (VicRoads) to derive the models. In the development of the ANN model, seven parameters were considered, namely age, AADT (Average Annual Daily Traffic), commercial vehicle ratio, environmental exposure, length, width and number of spans. Six parameters were established by evaluating the significance of the outputs. The seventh parameter, exposure category, was included based on engineering judgement. Back Propagation Multi-Layer Perceptron (BP MLP) was used to develop the forecasting model. The developed model was shown to offer reasonable accuracy through the process of validation. A Markov process model was initially developed for the full set of data for a given bridge component. To improve the accuracy three different methods of calibration of transition matrices were adopted: percentage prediction, non-linear optimisation and Bayesian Monte Carlo approach. Bayesian method offered the best accuracy. Combining the data clustering based on ANN to improve the Markov based models was the innovation in the presented work. Finally, a decision making method for optimised management of bridge structures using the outcome of the Markov model is developed. The method offers decision making considering a threshold for rehabilitation as well as optimised allocation of available funding.
机译:道路当局对混凝土桥梁的维护,修理和修复计划进行了大量投资。为了以最少的资源以良好的管理决策形式提取最佳输出,桥梁管理系统(BMS)是必不可少的。在BMS中,有关维护频率,进行维修和修复的决定是基于使用条件评估手册为桥梁收集的检查数据的。目前,使用状态监测系统可以诊断由于使用条件和旧桥的延期维护引起的劣化,该系统基于目视检查对每个组件进行状态评级。评估这些条件以获得有意义的决策标准是世界上许多道路管理部门面临的挑战。当前,大多数决策都是考虑到给定年份收集的数据来进行的,这实际上是一个被动的决策过程。如果可以将数据用于预测桥梁组件的未来行为,则将具有明显的优势。鉴于此,已经尝试使用马尔可夫链和人工神经网络方法来开发现有桥梁的劣化模型,以比较这两种方法的适用性。尽管文献中提出了许多不同的方法来根据现有的状态监测数据预测未来状况,但它们尚未被广泛接受。这些方法包括Markov过程,Gamma过程和确定性方法,其中条件曲线是从大量离散条件数据中得出的。在这项研究中,已经尝试使用两种最流行的方法,即马尔可夫过程和人工神经网络(ANN),使用来自VicRoads的2级检查的条件数据来预测变质。视觉检查数据已从澳大利亚维多利亚州道路运输局(VicRoads)提取,以得出模型。在ANN模型的开发中,考虑了七个参数,即年龄,AADT(年平均每日交通量),商用车比率,环境暴露,长度,宽度和跨度数。通过评估输出的重要性建立了六个参数。根据工程判断,包括第七个参数,即暴露类别。使用反向传播多层感知器(BP MLP)建立了预测模型。结果表明,开发的模型在验证过程中提供了合理的准确性。最初针对给定桥梁组件的完整数据集开发了马尔可夫过程模型。为了提高准确性,采用了三种不同的过渡矩阵校准方法:百分比预测,非线性优化和贝叶斯蒙特卡洛方法。贝叶斯方法提供了最佳的准确性。结合基于ANN的数据聚类以改进基于Markov的模型是本文工作的创新之处。最后,开发了一种利用马尔可夫模型的结果优化桥梁结构管理的决策方法。该方法提供了考虑恢复门槛以及可用资金的优化分配的决策。

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    Hasan M;

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