首页> 外文会议>1997 ASME design engineering technical conferences (DETC'97) >A NOVEL FINITE ELEMENT BASED TOOL TO IDENTIFY THE CRITICAL PARAMETERS IN PAVEMENT DESIGN
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A NOVEL FINITE ELEMENT BASED TOOL TO IDENTIFY THE CRITICAL PARAMETERS IN PAVEMENT DESIGN

机译:基于新的有限元的工具来确定路面设计中的关键参数

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摘要

For many years, mathematical models have been employedrnto simulate pavement response to load, and these models haverndriven pavement design methods. However, based on the naturernof the pavement's constitutive materials and the complexrninteraction between the moving vehicle and the pavement, thisrnformidable problem has been approached with manyrnsimplifying assumptions. Accordingly, these efforts have yetrnto result in a model capable of predicting damage accurately.rnThis paper discusses work which implements a micromechanicsrnbased theory in an explicit finite element program to represent,rnfor the first time, the response of pavement under cyclicrnloading. This micromechanics based approach is able to capturernthe complex nature of the pavement's concrete material whichrnincludes such aspects as heterogeneity and nonlinear stressrnstrain behavior. The Taguchi Method is then employed withrnthis developed program to examine the critical designrnparameters, and the combination of these two methods providesrna novel unified approach to pavement design capable ofrnpredicting pavement response under dynamic loading andrnidentifying the sensitive design parameters.
机译:多年来,已经采用数学模型来模拟路面对载荷的响应,并且这些模型已经驱动了路面设计方法。然而,基于人行道的构成材料的性质以及行进的车辆与人行道之间复杂的相互作用,已经通过许多简化的假设解决了这个可构想的问题。因此,这些努力尚未形成能够准确预测损坏的模型。本文讨论了在一个显式有限元程序中实现基于微力学理论的工作,这是首次表示路面在循环荷载作用下的响应。这种基于微力学的方法能够捕获路面混凝土材料的复杂特性,其中包括非均质性和非线性应力应变行为等方面。然后,在开发的程序中使用Taguchi方法来检查关键的设计参数,这两种方法的结合为路面设计提供了一种新颖的统一方法,能够预测动态载荷下的路面响应并识别敏感的设计参数。

著录项

  • 来源
  • 会议地点 Sacramento CA(US);Sacramento CA(US)
  • 作者单位

    Department of Mechanical and Aeronautical EngineeringrnUniversity of CaliforniarnDavis, California 95616rnEmail: arun@sunset.engr.ucdavis.edu;

    Department of Mechanical and Aeronautical EngineeringrnUniversity of CaliforniarnDavis, California 95616rnEmail: savelinsky@ucdavis.edu;

  • 会议组织
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械设计;
  • 关键词

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