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An adaptive opportunistic maintenance model based on railway track condition prediction

机译:基于铁轨状况预测的自适应机会维修模型

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摘要

Abstract: Maintaining a track line in a good condition is a continuous challenge since it has to deal with various track line heterogeneities that contribute to accelerate its degradation. As a result, railway tracks should be inspected regularly to detect geometry faults and to plan maintenance actions in consequence. A maintenance plan that minimizes track maintenance cost is highly desirable by infrastructure managers. This paper presents an adaptive maintenance scheduling based on track condition prediction. The degradation indicator is the standard deviation of the longitudinal (SDL) level that is sampled on every 200m-long track section. Standards define some thresholds on this indicator that correspond to different levels of severity and related penalty costs. From collected data, a degradation model that uses a random coefficient Wiener degradation-based process is built. A probabilistic model to simulate the recovery effect after the maintenance action (tamping) is also used. Based on this degradation and recovery models, a cost model is built to find the optimal time for tamping on a single track section. After that we use a Monte Carlo approach to assess the performance of the cost model for the whole track line, considering both calendar based and adaptive opportunistic tamping actions. The results show that the adaptive opportunistic maintenance strategy has a lower cost per unit of time than the systematic preventive maintenance.
机译:摘要:保持轨迹线处于良好状态是一项持续的挑战,因为它必须处理各种有助于加速其退化的轨迹线异质性。因此,应定期检查铁轨,以检测几何故障并计划维修措施。基础架构管理者非常希望有一个使轨道维护成本最小化的维护计划。本文提出了一种基于跟踪条件预测的自适应维修计划。退化指标是在每200m长的轨道段上采样的纵向(SDL)水平的标准偏差。标准在此指标上定义了一些阈值,这些阈值对应于不同级别的严重性和相关的罚款成本。根据收集的数据,构建使用基于随机系数维纳退化的过程的退化模型。还使用了一个概率模型来模拟维护操作(夯实)后的恢复效果。基于此降级和恢复模型,构建成本模型以找到在单个轨道区段上夯实的最佳时间。此后,我们使用蒙特卡洛方法来评估整个生产线成本模型的性能,同时考虑基于日历和自适应机会的捣固行为。结果表明,与系统的预防性维护相比,自适应机会性维护策略的单位时间成本更低。

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