级配
乙状窦函数
沥青
动态模量
剥离(纤维)
模数
材料科学
岩土工程
环境科学
复合材料
工程类
计算机科学
动态力学分析
聚合物
人工神经网络
机器学习
计算机视觉
作者
José Pablo Corrales-Azofeifa,Adrián Ricardo Archilla,Fabiola Miranda-Argüello,Luis Guillermo Loría-Salazar
标识
DOI:10.1080/14680629.2018.1539408
摘要
This paper presents findings from a comprehensive model of dynamic modulus (|E*|) of mix asphalt estimated with the statistical approaches of joint estimation and mixed-effects. The model consists of a typical sigmoidal master curve using a different parametrization of sigmoidal function, including the effects of binder, voids, gradation, fibres, confinement level, freeze–thaw cycles, and antistripping agents. This paper concentrates on the engineering implications related to the effects of freeze–thaw cycles and antistripping agents. The estimation results indicate that the number of cycles affects three terms of the sigmoid. The contribution of each term changes with reduced frequency but the net effect is always a reduction of log (|E*|) with a given number of cycles for any reduced frequency, with proportionally larger effects at lower reduced frequencies. The effects of freeze–thaw cycles can be completely counteracted by an antistripping agent but it depends on the number of cycles and the frequency.
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