The Comparison between Dynamic Stress Intensity Factor and Static Stress Intensity Factor of Semi-Rigid Asphalt Pavement

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Abstract:

Crack is the common and important distress mode of Semi-Rigid Asphalt Pavement . To simulate the dynamic property of vehicle, three dimensional dynamic FEM is made use of and moving load is imposed on the surface of pavement model in this paper. Dynamic stress intensity factor of reflective crack in pavement structure layers is got by calculating the road model with crack , then comparing stress intensity factor of mode I and mode II under moving load with them under static load. It is discovered that the maximum of dynamic stress intensity factor is bigger evidently than static stress intensity factor when reflective crack extends in base layer and sub-base layer, but the results are very close when reflective crack expands into surface layer.

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1580-1583

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August 2013

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© 2013 Trans Tech Publications Ltd. All Rights Reserved

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[1] Sun lu , Deng Suisun. Transient Response for Infinite Plate on Winkler Foundation by a Moving Distributed Load, . Chinese Journal of Applied Mechanics. Vol. 14 No. 2 . (1997).

Google Scholar

[2] Guo Dazhi , Feng Decheng. The mechanics of elastic layered system, Haerbin industry university publishing company, (2001).

Google Scholar

[3] Zhong Yang , Sun Lin and Huang Yonggen. The Explicit Solution of Axisymmetic Elastodynamic problem for Multilayered Halfspace, China Journal of highway and transport. V11 No. 2. (1998).

Google Scholar

[4] Robert Liang and Sanping Zeng:Efficient Dynalysis of Multilayered system during Falling Weight Deflectometer Experiment, Journal Transportation Engineering/July/August.

Google Scholar

[5] A. TPapagiannakis and R. Raha:Formulation For Viscoelastic Response Of Pavements Under Moving Dynamic Loading, Journal of Transportion Engineering /March/April.

Google Scholar