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Finite element modeling and parametric analysis of viscoelastic and nonlinear pavement responses under dynamic FWD loading

机译:动态FWD载荷下粘弹性与非线性路面响应的有限元建模与参数分析

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摘要

Falling Weight Defiectometer (FWD) is the common non-destructive testing method for in-situ evaluation of pavement condition. This paper aims to develop finite element (FE) models that can simulate FWD loading on pavement system and capture the complexity in material properties, layer interface, and boundary conditions. Parametric analysis was conducted considering the effects of dynamic analysis, temperature gradient, bedrock depth, asphalt layer delamination, viscoelasticity, and unbound material nonlinearity on pavement surface deflections and critical strain responses. Although the parametric analysis findings vary depending on the specific pavement response, the study results illustrate the appropriate selection of analysis type, constitutive models of pavement material, and layer boundary conditions on the accuracy of FE modeling results. In particular, the analysis findings show that delamination in asphalt layers induces the greater strain responses; while neglecting bedrock effect overestimates surface deflections. The developed FE models can directly benefit the use of FWD testing for in-situ pavement condition evaluation, such as pavement performance prediction and/or backcalculation of layer moduli. (C) 2017 Elsevier Ltd. All rights reserved.
机译:落差挠度计(FWD)是用于现场评估路面状况的常用无损检测方法。本文旨在开发有限元(FE)模型,该模型可以模拟FWD在路面系统上的载荷,并捕获材料特性,层界面和边界条件的复杂性。考虑动力分析,温度梯度,基岩深度,沥青层分层,粘弹性和未约束材料非线性对路面表面变形和临界应变响应的影响,进行了参数分析。尽管参数分析结果随特定的路面响应而变化,但研究结果说明了有限元建模结果的准确性时,应适当选择分析类型,路面材料的本构模型以及层边界条件。特别是,分析结果表明,沥青层中的分层会引起更大的应变响应。而忽略基岩效应会高估表面挠度。开发的有限元模型可以直接受益于FWD测试在现场路面状况评估中的应用,例如路面性能预测和/或层模量的反算。 (C)2017 Elsevier Ltd.保留所有权利。

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