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Regression models for permanent deformation parameters using in-service pavement data from the SPS-1 experiment

机译:使用来自SPS-1实验的在役路面数据对永久变形参数进行回归模型

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This paper uses the results of multivariate regression analyses on rutting data from the SPS-1 experiment in the Long Term Pavement Performance (LTPP) program to develop models for predicting permanent deformation parameters (α and μ) for a three layers pavement system. All available material, structural and climatic data were extracted from the LTPP database and using simple linear regression, α and μ were regressed against each data category as an independent variable. The variables that have relatively high R~2 values were introduced into the multiple linear regression models. Backward regression analysis was used to develop the final models from statistically significant variables, which differed between layers. Since α- and μ-values were backcalculated from time scries data, α-prediction models for all layers are more accurate than μ-prediction models. Also, μ-values were significantly affected (positively) by their corresponding α-values, suggesting pavements with lower μ-values (lower initial rutting) will show lower α-values (higher rut growth with time). The regression equations developed in this paper should be used within the range of the data presented herein to obtain reasonable predictions. Also, the parameters α and μ are not material properties, but parameters to be used within the prescribed empirical procedure to predict the rut depth.
机译:本文使用长期路面性能(LTPP)程序中SPS-1实验的车辙数据的多元回归分析结果,开发了用于预测三层路面系统的永久变形参数(α和μ)的模型。从LTPP数据库中提取所有可用的材料,结构和气候数据,并使用简单的线性回归,将α和μ作为独立变量针对每个数据类别进行回归。将具有较高R〜2值的变量引入多元线性回归模型。使用向后回归分析从统计上显着的变量建立最终模型,这些变量在各层之间是不同的。由于从时间序列数据反算了α和μ值,因此所有层的α预测模型比μ预测模型更准确。同样,μ值受其相应的α值显着(正)影响,表明具有较低μ值(较低的初始车辙)的路面将显示较低的α值(随时间增长的车辙增长)。本文开发的回归方程应在本文提供的数据范围内使用,以获得合理的预测。同样,参数α和μ不是材料特性,而是在规定的经验过程中用来预测车辙深度的参数。

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