Analysis of nonlinear responses of asphalt pavements under overloading and tropical climate temperature conditions
Source abstract
Abstract
ABSTRACT The design of asphalt pavement in many developing nations still relies on an empirical approach, often leading to either premature failure of the pavement or overdesign. The transition from an empirical approach to semi-mechanistic or mechanistic was felt by past researchers, and many advanced tools based on these approaches have been developed. Computational tools, like finite element (FE) analysis, are capable of handling complex material properties of pavement materials under nonuniform loading conditions. Asphalt mixes are widely known to exhibit viscoelastic behaviour based on temperature and loading conditions, while the response of unbound materials under cyclic loading is stress dependent. Due to the complexity of the entire process, numerous pavement design tools treat them as purely elastic materials. This study aims to develop a finite element based, simple, and practical framework to assess the structural response of asphalt pavement under overloading and varying temperature conditions in a tropical climate. The framework offers a straightforward method for the determination of time dependent viscoelastic parameters of the asphalt mixture using creep compliance test. The nonlinear stress-dependent behaviour of unbound granular materials (UGMs) in different layers has also been presented based on repeated load triaxial compression testing. It was concluded that overloading and increasing mix temperature severely affect pavement performance. A 25% overloading resulted in a reduction of subgrade rutting life by 62.33%, whereas an increase in mix temperature by 10 o C at intermediate temperature reduced asphalt fatigue life by 29.34% and subgrade rutting life by 42.03%.
Source: openalex_inverted_index · Quality: baseline
Research context
OpenAlex topics: Asphalt Pavement Performance Evaluation · Infrastructure Maintenance and Monitoring · Material Properties and Failure Mechanisms
SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.
References (65)
Show source-provided references
1. Finite-element analyses of flexible pavements10.1061/(ASCE)0733-947X(1998)124:5(491) ↗
2. MoRTH, Specifications for road and bridge work (Fifth revision),” New Delhi, 2013.
3. Roberts, F.L., Kandhal, P.S., Brown, E.R., Lee, D.Y., & Kennedy, T.W. (1996). Hot mix asphalt materials, mixture design and construction, Transportation Research Board.
4. Characterization of the three-dimensional linear viscoelastic behavior of asphalt concrete mixtures10.1016/j.conbuildmat.2015.12.094 ↗
5. Characterization of linear viscoelastic, nonlinear viscoelastic and damage stages of asphalt mixtures10.1016/j.conbuildmat.2016.08.039 ↗
6. Weak form equation–based finite-element odelling of viscoelastic asphalt mixtures10.1061/(ASCE)MT.1943-5533.0001395 ↗
7. Linear viscoelastic behaviour of bituminous materials: from binders to mixes10.1080/14680629.2004.9689992 ↗
8. Viscoelastic linearity limits for bituminous materials10.1007/BF02479495 ↗
9. Viscoelastic model of asphalt mixtures under repeated load10.1061/(ASCE)MT.1943-5533.0001256 ↗
10. Pursuit of the simple performance test for asphalt concrete fracture/cracking
11. Wardle, L.J. (1977). A Computer Program for the Analysis of Multiple Complex Circular Loads on Layered Anisotropic Media.
12. Modeling nonlinear, stress-dependent pavement foundation behavior using a general-purpose finite element program10.1061/40866(198)5 ↗
13. Three-dimensional dynamic analysis of flexible conventional pavement foundation10.1061/(ASCE)0733-947X(2005)131:6(460) ↗
14. Nonlinear pavement foundation modeling for three-dimensional finite-element analysis of flexible pavements10.1061/(ASCE)1532-3641(2009)9:5(195) ↗
15. Soil mechanics in pavement engineering10.1680/geot.1996.46.3.383 ↗
16. Thom, N.H., & Brown, S.F. (1988). The effect of grading and density on the mechanical properties of a crushed dolomitic limestone. In Australian Road Research Board (ARRB) Conference, 14th, 1988, Canberra (Vol. 14, No. 7).
17. Rowshanzamir, M.A. (1995). Resilient cross-anisotropic behaviour of granular base materials under repetitive loading (Doctoral dissertation, UNSW Sydney).
18. Tutumluer, E. (1995). Predicting behavior of flexible pavements with granular bases. Georgia Institute of Technology.
19. Brown · Analysis of pavements with granular bases · 1981
20. Characterization of granular material
21. ILLI-PAVE based response algorithms for design of conventional flexible pavements
22. Witczak, M.W., & Uzan, J. (1988). The universal airport pavement design system, Report I of IV: Granular material characterization. University of Maryland, College Park, MD.
23. Lower bound shakedown analysis of layered pavements using discontinuous stress fields10.1016/S0045-7825(98)00120-0 ↗
24. IRC 37-2018, Guidelines for the design of flexible pavements (Fourth Revision),” New Delhi, Nov. 2018.
25. Williamson, M.J. (2015). Finite element analysis of hot-mix asphalt layer interface bonding. Kansas State University.
26. Premarathna, W.A.A.S., Jayasinghe, J.A.S.C., Wijesundara, K.K., Ranatunga, R.R.M.S.K., & Senanayake, C.D. (2020). Performance comparison of solid tires and non-pneumatic tires using finite element method: Application to military vehicles.
27. Effect of ambient temperature on stress, deformation and temperature of dump truck tire10.1016/j.engfailanal.2012.02.004 ↗
28. IS 1206: 1978. Methods for Testing Tar and Bituminous Materials, Viscosity Test. Bureau of Indian standards, New Delhi, India.
29. Comparative studies on performance of bituminous mixes containing laboratory developed hard grade bitumen10.1520/ACEM20170039 ↗
30. Paving bitumen – specification
31. Intermediate-and high-temperature damage of bitumen modified by HDPE from various sources10.1080/14680629.2023.2181017 ↗
32. ASTM D6373, Standard Specification for Performance-Graded Asphalt Binder, West Conshohocken.
33. IS 1203, 2022, Methods for Testing Tar and Bituminous Materials — Determination of Penetration. Bureau of Indian standards, New Delhi, India, pp. 1–10.
34. IS 1205: 1978. Methods for Testing Tar and Bituminous Materials, Softening Point Test. Bureau of Indian standards, New Delhi, India.
35. IS 2386-1, 1963: Methods of Test for Aggregates for Concrete, Part I: Particle Size and Shape. Bureau of Indian standards, New Delhi, India.
36. IS 2386-4, 1963. Methods of test for aggregates for concrete, Part 4: Mechanical properties. Bureau of Indian standards, New Delhi, India.
37. Jeong, M. (2005). Comparison of creep compliance master curve models for hot mix asphalt (Doctoral dissertation, Virginia Tech).
38. 322-03, Determining the Creep Compliance and Strength of Hot-Mix Asphalt (HMA) Using the Indirect Tensile Test Device
39. A consistent approach for characterising asphalt concrete based on generalised Maxwell or Kelvin model10.1080/14680629.2014.889030 ↗
40. Tschoegl · 2012
41. Srirangam · Numerical Simulation of Tire-pavement Interaction · 2015 · 53 · 9
42. Interconversion between relaxation modulus and creep compliance for viscoelastic solids10.1061/(ASCE)0899-1561(1999)11:1(76) ↗
43. Use of linear viscoelastic theory to predict resilient behavior of unbound granular materials10.1007/s12205-015-0129-2 ↗
44. Determination of water content-dry density relation using heavy compaction
45. AASHTO T307-99, Determining the resilient modulus of soils and aggregate materials, 2007.
46. Evaluation of resilient modulus of subgrade and base materials in Indiana and its implementation in MEPDG
47. Kolisoja, P. (1997). Resilient deformation characteristics of granular materials (pp. 188-201). Finland, Publications: Tampere University of Technology.
48. NCHRP, (2004). Guide for Mechanistic-Empirical Design Of New and Rehabilitated Pavement Structures, Part2, Washington DC, USA.
49. A state-of-the-art review of measurement and modelling of skid resistance: the perspective of developing nation
50. 3D FEM analysis of flexible base asphalt pavement structure under non-uniform tyre contact pressure10.1080/10298436.2017.1380803 ↗
51. In situ measurement of contact area and pressure distribution in machine elements10.1023/A:1021766216019 ↗
52. Effect of the tire–pavement contact at the surface layer when the tire is tilted in bend10.1016/j.conbuildmat.2021.124765 ↗
53. De Beer, M., Fisher, C. and Jooste, F.J., 2002, August. Evaluation of non-uniform tyre contact stresses on thin asphalt pavements. In Ninth international conference on asphalt pavements (Vol. 5, pp. 19-22).
54. Investigation of tire contact stress distributions on pavement response10.1061/(ASCE)0733-947X(2002)128:2(136) ↗
55. A suitable constitutive model for solid tire analysis under quasi-static loads using finite element method10.4186/ej.2018.22.2.141 ↗
56. More hyperelastic models for rubber-like materials: consistent tangent operators and comparative study10.1515/jmbm-2012-0007 ↗
57. 3-D thermomechanical tire–pavement interaction model for evaluation of pavement skid resistance10.1177/0361198120963101 ↗
58. Investigation of design and performance improvements on solid resilient tires through numerical simulation10.1016/j.engfailanal.2021.105618 ↗
59. Shoop · 2001
60. Simulation of tyre–pavement interaction for predicting contact stresses at static and various rolling conditions10.1080/10298436.2011.565767 ↗
61. Numerical analysis of rubber tire/rail contact behavior in road cum rail vehicle under different inflation pressure values using finite element method
62. Backcalculation of flexible pavement layer moduli from traffic speed deflectometer data10.3141/2641-09 ↗
63. Finite element-based framework to study the response of bituminous concrete pavements under different conditions10.1016/j.conbuildmat.2024.135368 ↗
64. Mechanistic empirical studies of emulsion stabilized bases using finite element method
65. Fatigue and rutting lives in flexible pavement10.1016/j.asej.2012.04.008 ↗