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Issues pertaining to Backcalculation of Stiffness Modulus in Flexible Pavements with Highly Nonlinear Subgrade Materials

机译:与高度非线性路基材料在柔性路面中刚度模量的反算问题

摘要

study in South East Queensland has found that a large percentage of thin surfaced flexible pavements exhibiting moderate to highly nonlinear subgrade behavior. The nonlinearity effects are major problems encountered in back-analysis of this group of pavements and it can yield back-calculated results with superficially high subgrade stiffness modulus and extremely low stiffness modulus at the road base layer. In other cases, the back-calculation yields very high asphalt stiffness and very low subgrade stiffness modulus. Back-analysis of the falling weight deflectometer bowls can be used to estimate the stiffness modulus of the subgrade from software packages such as EFROMD2. Occasionally, EFROMD2 does not converge mainly because of the certain actual material behavior cannot be handled by the elastic layer model in CIRCLY that is used in EFROMD2. A research has been carried out to analyse the back-calculated results of EFROMD2 and CIRCLY5 for pavement structures that possess highly nonlinear subgrade behavior. The study shows that the EFROMD2 computer program over predicts the asphalt stiffness and under predicts the subgrade stiffness. On the contrary, CIRCLY5 program generates back-calculated results with very high subgrade stiffness and very low stiffness modulus in the road base layer. The issues pertaining to the back-calculation of flexible pavements that posess highly nonlinear subgrade behaviour is presented. A simple approach to compute the degree of subgrade nonlinearity will be introduced.
机译:昆士兰州东南部的一项研究发现,很大一部分薄薄的柔性路面表现出中等到高度非线性的路基行为。非线性效应是这组路面的反分析中遇到的主要问题,它可以产生反算的结果,路面基层的表层刚度模量高而极低。在其他情况下,反算会产生非常高的沥青刚度和非常低的路基刚度模量。下降重量偏转计碗的反向分析可用于从诸如EFROMD2之类的软件包中估算路基的刚度模量。有时,EFROMD2不会收敛,主要是因为某些实际的材料行为无法由EFROMD2中使用的CIRCLY中的弹性层模型处理。已经进行了一项研究来分析EFROMD2和CIRCLY5对具有高度非线性路基行为的路面结构的反算结果。研究表明,EFROMD2计算机程序过度预测了沥青的刚度,而预测了路基的刚度。相反,CIRCLY5程序在路基层中产生具有很高的路基刚度和非常低的刚度模量的反算结果。提出了与柔性路面的反算有关的问题,这些问题构成了高度非线性的路基行为。将介绍一种计算路基非线性度的简单方法。

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