Skip to main content
Intended for healthcare professionals
Restricted access
Research article
First published January 2000

Finite-Element Analysis of Fatigue Lifetime in Pavements

Abstract

A computational model was developed to predict fatigue life of pavements under repeated loading and implemented into the three-dimensional finite-element code DYNA3D and the two-dimensional finite-element code NIKE2D. The model simulates the cracking response of flexible or rigid pavements under fatigue. An equation for fatigue crack growth was developed, which grows cracks under single cycles of loading at stresses well below yield. The cracks are incorporated into the material response and result in anisotropic behavior and decreased stiffness for cracked pavements. A procedure for estimating fatigue lifetimes by performing a limited series of calculations was developed. For each calculation, crack growth rate for a single loading cycle is calculated, crack extension is extrapolated to many cycles, and the cracking in the pavement is updated. The next cycle is calculated for the damaged pavement. The procedure is repeated until full damage is reached. Well-controlled laboratory bending fatigue test results generated at the University of California at Berkeley (UCB) for asphalt pavement were used to verify that the model assumptions are appropriate for modeling fatigue damage growth in asphalt pavement. The UCB bending fatigue tests were simulated using the repeat loading algorithm in DYNA3D. Calculations of crack growth for a given load cycle were compared in the NIKE2D and DYNA3D implementations.

Get full access to this article

View all access and purchase options for this article.

References

1. Hallquist J. O., and Whirley R. G., DYNA3D User’s Manual (Nonlinear Dynamic Analysis of Structures in Three Dimensions). Report UCID-19592. University of California, Lawrence Livermore National Laboratory, 1989.
2. Deacon J. A. 1969. Load Equivalency in Flexible Pavements. Proceedings of the Association of Asphalt Paving Technologists, Vol. 38, 1969, pp. 465–491.
3. Epps J. A., and Monismith C. L. Influence of Mixture Variables on the Flexural Fatigue Properties of Asphalt Concrete. Proceedings of the Association of Asphalt Paving Technologists, Vol. 38, 1969, pp. 423–458.
4. Saal R. N. J., and Pell P. S. Fatigue of Bituminous Road Mixes. Kolloid Zeitschrift, Vol. 171, 1960.
5. Porter B. P., and Kennedy T. W. Comparison of Fatigue Test Methods for Asphaltic Materials. Research Report 183–4. Center for Highway Research, The University of Texas at Austin, 1975.
6. Fordyce P., and Packard R. G. Concrete Pavement Design. Presented at 49th Annual Meeting of the American Association of State Highway Officials, Committee on Design, 1963.
7. Seaman L., Simons J. W., and Shockey D. A. A Micromechanical Fatigue Model for Finite Element Analyses. In Advances in Local Fracture/Damage Models for the Analysis of Engineering Problems (Giovanola J. H. and Rosakis A. J., eds.), The Society, New York, 1992.
8. Sneddon I. N., and Lowengrub M. Crack Problems in the Classical Theory of Elasticity. John Wiley & Sons, Inc., New York, 1969.
9. Monismith C. L., Hicks R. G., and Finn F. N. Performance-Related Testing and Measuring of Asphalt-Aggregate Interactions and Mixtures. Quarterly Technical Report QR-UCB-003A-91-1. University of California, Berkeley, 1991.

Cite article

Cite article

Cite article

OR

Download to reference manager

If you have citation software installed, you can download article citation data to the citation manager of your choice

Share options

Share

Share this article

Share with email
EMAIL ARTICLE LINK
Share on social media

Share access to this article

Sharing links are not relevant where the article is open access and not available if you do not have a subscription.

For more information view the Sage Journals article sharing page.

Information, rights and permissions

Information

Published In

Article first published: January 2000
Issue published: January 2000

Rights and permissions

© 2000 National Academy of Sciences.
Request permissions for this article.

Authors

Affiliations

Jeffrey W. Simons
Applied Research Associates, Inc., 830 East Evelyn Avenue, Suite C. Sunnyvale, CA 94086
Lynn Seaman
SRI International, 333 Ravenswood Avenue, Menlo Park, CA 94025

Metrics and citations

Metrics

Journals metrics

This article was published in Transportation Research Record: Journal of the Transportation Research Board.

VIEW ALL JOURNAL METRICS

Article usage*

Total views and downloads: 16

*Article usage tracking started in December 2016


Altmetric

See the impact this article is making through the number of times it’s been read, and the Altmetric Score.
Learn more about the Altmetric Scores



Articles citing this one

Receive email alerts when this article is cited

Web of Science: 0

Crossref: 1

  1. Mathematical formulation of HMA crack initiation and crack propagation...
    Go to citation Crossref Google Scholar

Figures and tables

Figures & Media

Tables

View Options

Get access

Access options

If you have access to journal content via a personal subscription, university, library, employer or society, select from the options below:


Alternatively, view purchase options below:

Purchase 24 hour online access to view and download content.

Access journal content via a DeepDyve subscription or find out more about this option.

View options

PDF/ePub

View PDF/ePub