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Seasonal Trends and Causes in Pavement Structural Properties

机译:路面结构特性的季节性趋势及其成因

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The seasonal monitoring program (SMP) of the long term pavement performance (LTPP) program provides an excellent opportunity to study the seasonal trends in pavement response. In 64 pavement sections in the United States and Canada, FWD testing is performed monthly every other year, subsurface temperature is measured hourly, subsurface moisture and freezing conditions are measured monthly, and climatic factors such as ambient air temperature, solar radiation, wind speed, and precipitation are collected continuously. In this study, a number of SMP sections were used to establish some general and statistically significant trends. The relationship between the elastic modulus of the AC layer and the temperature gradient within the layer was investigated. The relationship between the frost penetration in unbound layers and their backcalculated modulus was studied. Modeling such variability using linear and nonlinear formulations was attempted, and the practical implications of such effects on the data collection practice are discussed. The results of the analysis showed that the AC layer temperature gradient appears to influence the layer modulus. An exponential model was developed to quantify that effect and adjust the backcalculated modulus to the temperature gradient. Analysis of frost penetration trends showed that surface deflection and the backcalculated subgrade modulus are very sensitive to the existence and extent of a frozen layer within the subgrade. As expected, the thicker the frozen layer, the larger the subgrade modulus, and the further the layer, the lower the subgrade modulus. Exponential models were used to characterize this effect.
机译:长期路面性能(LTPP)程序的季节监测程序(SMP)为研究路面响应的季节性趋势提供了极好的机会。在美国和加拿大的64个行人路段中,每隔一年进行一次FWD测试,每小时测量一次地下温度,每月测量一次地下水分和冻结条件,以及气候因素,例如环境空气温度,太阳辐射,风速,和降水不断收集。在这项研究中,许多SMP部分用于建立一些一般的和统计上显着的趋势。研究了AC层的弹性模量与层内温度梯度之间的关系。研究了未结合层的霜冻渗透与其反算模量之间的关系。尝试使用线性和非线性公式对这种可变性进行建模,并讨论了这种影响对数据收集实践的实际意义。分析结果表明,AC层温度梯度似乎会影响层模量。开发了一个指数模型以量化该影响并将反算模量调整到温度梯度。对霜冻渗透趋势的分析表明,表面挠度和反算的路基模量对路基内冻结层的存在和程度非常敏感。如预期的那样,冻结层越厚,路基模量越大,而层越远,路基模量越低。使用指数模型来表征这种效果。

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