Page 228 - MODELING OF ASPHALT CONCRETE
P. 228

206    Cha pte r  Ei g h t


                    versatile approach for constitutive modeling of materials in the pavement structures,
                    and with the nonlinear FE codes can provide a novel approach for analysis and design
                    in pavement engineering. Further research could involve detailed (laboratory) testing of
                    asphalt concrete, concrete, and interfaces in the pavements, together with measurements
                    and validations of simulated (in the laboratory) and field problems.



               Introduction
                    The need for improved mechanistic procedures for design, maintenance, and
                    rehabilitation of highway and airport pavements has been recognized for many years
                    now. Mechanistic procedures are based on the principles of mechanics in contrast to ad
                    hoc and empirical procedures that are often used.
                       Accurate predictions for the response of pavements under mechanical and
                    environmental loads require consideration of important factors such as multi-
                    dimensional geometry, realistic loading, and appropriate constitutive models. A vital
                    ingredient that influences the response is the nonlinear behavior of materials in
                    pavements. Elastic, plastic, and creep strains, microcracking, softening, and healing
                    under repetitive mechanical and environmental loading, and initial or in situ stress
                    conditions, are among the important characteristics that need to be considered in
                    modeling and testing for the nonlinear behavior.
                       In order to incorporate the nonlinear material response and multidimensional
                    effects in the solution procedures for design, maintenance, and rehabilitation, it becomes
                    necessary to invoke the basic principles of mechanics so as to develop  unified and
                    mechanistic procedures.



               Scope
                    The scope of this chapter includes (1) brief review of some existing models for materials,
                    (2) discussion of the limitations of existing procedures based mainly on empirical and/
                    or empirical-mechanistic approaches, (3) description of the unified modeling approach
                    called the disturbed state concept (DSC) that provides a mechanistic model for the
                    significant factors that influence behavior of pavement materials, (4) brief description
                    of two- and three-dimensional nonlinear finite element computer procedure in the
                    implementation of the DSC models, and (5) description of the capabilities of the DSC
                    procedures to handle major distresses: permanent deformation (rutting), microcracking
                    and fracture, and reflection cracking under mechanical and thermal loading, and typical
                    application and validations. This chapter is based on various previous publications, for
                    example, on Desai (2001), Desai and Ma (1992), and Desai et al. (1986) for development
                    of constitutive and computer models, and on Desai (2002, 2007) for their application for
                    pavement analysis. The major emphasis in this chapter is given to asphalt concrete.

                    Approaches for Pavement Analysis and Design
                    Figure 8-1 shows a schematic of various approaches for design, maintenance, and
                    rehabilitation of pavements. The empirical (E) approach is based on experience and/or
                    knowledge of certain index properties such as California bearing ratio (CBR), limiting
                    shear failure and limiting deflections (Huang 1993). The index and empirical models do
                    not include effects of multidimensional geometry, loading, material behavior and
   223   224   225   226   227   228   229   230   231   232   233