THERMOMECHANICS OF SOFT INELASTICS BODIES WITH APPLICATION TO ASPHALT BEHAVIOR
Abstract
Thermomechanical behavior of hot mix asphalt (HMA) is considered. Its highly irregular microstructure is covered by the hierarchical approach. A brief survey of endochronic thermodynamics precedes constitutive consideration. Two constitutive models are discussed: classical Perzyna's approach and tensor representation based approach. The second is superior due to its possibility to cover properly diverse multiaxial non-proportional stress-strain histories. However, due to availability of experimental data the first model is applied to rutting problem through Abaqus FEM code with material user subroutine developed by the authors. Vakulenko's thermodynamic time appropriate for aging is incorporated. Hyper elastic-viscoplastic behavior is considered and some preliminary results are presented.
Dates
- Submission Date2013-08-12
- Revision Date2013-11-14
- Acceptance Date2013-11-18
- Online Date2014-07-06
References
- Micunovic M., Thermomechanics of Viscoplasticity - Fundamentals and Applications, Advances in Mechanics and Mathematics AMMA, Vol. 20, 2009, eds. R. W. Ogden and D. Gao, Springer, New York, USA
- Bahuguna S., Panoskaltsis V. P., Papoulia K. D. Identification and Modeling of Permanent Deformations of Asphalt Concrete., J. Engng. Mech., Vol. 132, 2006, Issue 3, pp. 231-239.
- Panneerselvam D., Mechanics of Asphalt Concrete: Analytical and Computational Studies, PhD thesis, Case Western Reserve Univ., 2005, Cleveland, O., USA
- Kahan Mitra, Animesh Das, Sumit Basu, Mechanical behavior of asphalt mix: An experimental and numerical study, Construction and Building Materials, Vol. 27, 2012, 1, pp. 545-552.
- Lakes RS, Kose S, Bahia H.,Analysis of high volume fraction irregular particulate damping composites, J Eng Mater Technol, Vol.124, 2002, 2, p.174-178.
- Eshelby, J. D., The determination of the elastic field of an ellipsoidal inclusion, and related problems, Proc. Roy. Soc., 241, 1957, pp. 376-396.
- Micunovic M., Kudrjavceva L, Šumarac, Thermoinealsticity of Damaged Elastomers by Self-consistent Method, Int. J. Damage Mech.,17/6, 2008, pp. 539-565.
- Micunovic, M., Self-consistent method applied to quasi-rate independent polycrystals, Phil.Magazine, 85, 2005, 33-35, pp. 4031-4054.
- Yaguchi, M., Busso, E. P., A Self-Consistent Constitutive Formulation for a Directionally Solifified Polycristal, Int. J. Solids Structures, 42, 2005, 3-4, pp. 1073-1089
- Drugan, W. J. and Willis, J. R, A Micromechanics-Based Nonlocal Constitutive Equation and Estimates of Representative Volume Element Size for Elastic Composites, J. Mech. Phys.Solids, 44, 1996, 497-524.
- Gusev, A. A., Representative volume element size for elastic composites: a numerical study, J. Mech. Phys.Solids, 45, 1997, 9, pp. 1449 - 1459.
- Rice, J. R., Inelastic constitutive relations for solids: an internal variable theory and its application to metal plasticity, J. Mech. Phys. Solids, 19, 1971, 433-455
- Fomin, V. L.: Continuum Mechanics for Engineers (in Russian), St. Peterburg University Publ., St. Peterburg (1975)
- Vakulenko, A. A., Superposition in continuum rheology (in Russian), Izv. AN SSSR Mekhanika Tverdogo Tela, 1, 1970, pp. 69-74
- Valanis, K. C., A theory of viscoplasticity without a yield surface, Arch. Mech., 23, 1971, pp. 517-533
- Micunovic , M., Albertini, C., Montagnani, M., High strain rate viscoplasticity of AISI 316 stainless steel from tension and shear experiments, In: Miljani´c, P. (ed) Solid Mechanics, Serbian Acad. Sci. Meetings - LXXXVII, Dept. Techn. Sci., 3, 1997, 97-106.
Volume
18,
Issue
11,
Pages221 -228