Forecast of post-overlay flexible pavement roughness progression: a random coefficient linear regression with autocorrelation model

Chunfu Xin, Hua Yin, Rongchang Wang, Zeyang Rong
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Abstract

A pavement roughness progression model is an essential component in a pavement management system. Asphalt overlay is a typical pavement maintenance and rehabilitation (M&R) technique. To schedule asphalt overlay in a timely fashion, the relationship between the asphalt overlay design and post-overlay roughness progression is required. However, due to difficulty in data compilation and model development, the effect of endogenous overlay design and continuous variation of asphalt overlay thickness on post-overlay roughness progression is not documented. This study aims to develop a comprehensive post-overlay flexible pavement roughness model with long-term pavement performance (LTPP) data. The asphalt overlay projects from the LTPP SPS-3, SPS-5, and GPS-6 programs were incorporated for data analysis. A random coefficient linear regression with autocorrelation (RCLRA) model is proposed to simultaneously address endogenous overlay design issue, between-section heterogeneity issues, and within-section serial correlation issues in the post-overlay roughness progression. By addressing the within-section serial correlation, the proposed post-overlay roughness model can reduce the mean absolute percentage error (MAPE) from 21.26 percent to 2.19 percent. The model estimation results provide some new insights into the relationship between post-overlay roughness and asphalt overlay design factors. An endogenous overlay design indicator, continuous variation of asphalt overlay thickness, the relative fatigue cracking area, and severe rutting indicator are first identified to have significant effects on post-overlay roughness progression.
铺层后柔性路面平整度变化预测:随机系数线性回归自相关模型
路面平整度级数模型是路面管理系统的重要组成部分。沥青加铺层是一种典型的路面养护修复技术。为了及时安排沥青覆盖层,沥青覆盖层设计与覆盖后粗糙度级数之间的关系是必需的。然而,由于数据编制和模型开发的困难,内源性铺层设计和沥青铺层厚度的持续变化对铺层后粗糙度的影响没有文献记载。本研究旨在利用长期路面性能(LTPP)数据建立一个综合的铺层后柔性路面粗糙度模型。LTPP SPS-3、SPS-5和GPS-6项目中的沥青覆盖层项目被纳入数据分析。提出了一种随机系数线性自相关回归(RCLRA)模型,同时解决了叠加后粗糙度过程中的内源叠加设计问题、断面间非均质性问题和断面内序列相关问题。通过处理剖面内序列相关性,所提出的覆盖后粗糙度模型可以将平均绝对百分比误差(MAPE)从21.26%降低到2.19%。模型估计结果为铺层后粗糙度与沥青铺层设计因素之间的关系提供了一些新的见解。首先确定了内源性加铺层设计指标、沥青加铺层厚度的连续变化、相对疲劳开裂面积和严重车辙指标对加铺后粗糙度的显著影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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