基于多粒度模糊时间序列和粒子群优化的国际粗糙度指数预测

Q1 Engineering
Wei Li , Ju Huyan , Liyang Xiao , Susan Tighe , Lili Pei
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引用次数: 18

摘要

有效预测路面性能趋势有助于在路面使用寿命期间实现具有成本效益的管理。国际粗糙度指数(IRI)是一种广泛使用的路面性能指标,在科学建模方面可以将其视为一个时变变量。本研究旨在建立一种基于模糊趋势时间序列预测和粒子群优化(PSO)技术的IRI预测模型。从长期路面性能数据库中提取的原始数据集用于模型训练、测试和性能评估。首先,将IRI值划分为不同的颗粒空间,分别作为主因子和子因子;此外,根据自动聚类技术的原理,提出了多因素区间划分方法。其次,提出了二阶模糊趋势模型和模糊趋势关系分类方法来预测各因素的模糊趋势。然后,在充分考虑各种不确定性的情况下,生成多个颗粒空间的模糊趋势状态。最后,在进行未来IRI预测的同时,利用粒子群算法对性能模型进行优化。利用来自不同地区的2万多个数据项进行对比实验,验证了所提方法的有效性。实验结果表明,该方法在均方根误差(0.191)和相对误差(6.37%)方面优于多项式拟合、自回归积分移动平均和反向传播神经网络等方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
International roughness index prediction based on multigranularity fuzzy time series and particle swarm optimization

The effective prediction of pavement performance trends can help in achieving the cost-effective management of pavements over their service life. The international roughness index (IRI) is a widely used pavement performance index, which can be considered as a time-dependent variable in terms of scientific modeling. This research aims to develop an innovative IRI prediction model based on fuzzy-trend time-series forecasting and particle swarm optimization (PSO) techniques. Raw datasets extracted from the Long-Term Pavement Performance database are used for model training, testing, and performance assessment. First, IRI values are divided into different granular spaces, which are considered as the principal factor and subfactors. In addition, the multifactor interval division method is proposed according to the principle of the automatic clustering technique. Next, a second-order fuzzy-trend model and fuzzy-trend relationship classification method are proposed to predict the fuzzy-trend of each factor. Then, the fuzzy-trend states for multiple granular spaces are generated while giving full consideration to various uncertainties. Finally, the PSO technique is used to optimize the performance model while carrying out future IRI forecasting. Comparative experiments are performed using more than 20,000 data items from different regions to verify the effectiveness of the proposed method. The experimental results indicate that the proposed method outperforms other approaches including the polynomial fitting, autoregressive integrated moving average, and backpropagation neural network methods in terms of the root mean squared error (0.191) and relative error (6.37%).

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来源期刊
Expert Systems with Applications: X
Expert Systems with Applications: X Engineering-Engineering (all)
CiteScore
3.80
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