Research on Load Transfer of Continuously Reinforced Concrete Pavement with Hollow Foundation

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Based on the equivalence principle of bending deflection and torsional displacement, the concentrated vertical load which acts on the center of a continuously reinforced concrete pavement (CRCP) is translated into an equivalent half-wave sine load by Fourier transform. On the basis of this transform and deformation harmony condition of crack, the equations of load transfer are established. According to the translation principle of the force, the equations of load transfer of adjacent slabs are worked out. With the small deflection theory of elastic thin slabs, the bending deflection and torsional displacement formulas of CRCP under the concentrated vertical load with hollow foundation are deduced, which is verified by the results of finite element(FE). The results show that the characteristic of CRCP after cracking is related to the rigidity factor which is proportional to the spacing of adjacent cracks and the width of CRCP.

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60-68

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September 2011

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© 2011 Trans Tech Publications Ltd. All Rights Reserved

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[1] X.J. Deng, X.M. Huang, in: Principles and Design Methods of Pavement, edited by Y.F. Liu, volume 7 of Design Method of Rigid pavement, chapter, 12, China Communications Publishers, Beijing, China (2007), pp.472-478(In Chinese).

Google Scholar

[2] W. Huang, Z.D. Qian, in: Theory and Methodology of High-Class Concrete Pavement Design, volume 1 of Design of Continuously Reinforced Concrete Pavement, chapter, 4, China Communications Publishers, Beijing, China (2000), pp.206-212(In Chinese).

Google Scholar

[3] Ministry of Communications, in: Specification of Cement Concrete Pavement Design for Highway(JTG D40-2002), China Communication Press, Beijing, China (2003) (In Chinese).

Google Scholar

[4] X.Y. Gu, Q. Dong and F.J. Ni: Research on Crack Progression of Continuously Reinforced Concrete Pavement, Journal of Highway and Transportation Research and Development, Vol. 6 (2007), pp.37-40(In Chinese).

Google Scholar

[5] AASHTO, in: Standard Specifications for Transportation Materials and Methods of Sampling and Testing, Washington DC: AASHTO(1989).

Google Scholar

[6] M.I. Darter, J.M. Becker, M.B. Snyoer, et al. Portland Cement Concrete Pavement Evaluation System(COPES), Washington DC: Transportation Research Board(1985).

Google Scholar

[7] M. Won, C. Medina. In: Analysis of Continuously Reinforced Concrete Pavement Behavior Using Information in the Rigid Pavement Database. Austin, TX: Center for Transportation Research of the University of Texas at Austin(2008).

Google Scholar

[8] Y.J. Jiang, X.Z. Dai, Z.D. Chen, et al. Study on Mechanism of Cement Concrete Pavement Damage of Heavy—Duty Traffic Road and Countermeasures, Journal of Highway and Transportation Research and Development, Vol. 7 (2005), pp.31-35(In Chinese).

Google Scholar

[9] Department of Mathematics of Tongji University, in: Higher Mathematics(Volume II), edited by S. Guo, volume 7 of Fourier Series, chapter, 11, Higher Education Press, Beijing, China (1996), pp.293-309(In Chinese).

Google Scholar

[10] Y.Z. Guo, Z.H. Zhou, in: Theoretical Mechanics, Tsinghua University Press, Beijing, China (2005), pp.12-15(In Chinese).

Google Scholar

[11] X.Y. Wang, J.Y. Xiao, Y.Z. Tang et al, in: Mechanics Analysis and Design of Composites, edited by Q. Luo, volume 4 of Micromechanics of Composite Materials, chapter, 4, National University of Defense Technology Press, Changsha, China (1999), pp.100-118(In Chinese).

Google Scholar

[12] Department of Mathematics of Tongji University, in: Higher Mathematics(Volume I), edited by S. Guo, volume 5 of Higher Order Derivatives, chapter, 2, Higher Education Press, Beijing, China (1996), p.124(In Chinese).

Google Scholar

[13] X.F. Sun, X.S. Fang and L.T. Guan, in: Mechanics of Materials, volume 7 of Stress and Deformation of Straight Bar with Uniform Cross Section Under Free Torsion, chapter, 3, Higher Education Press, Beijing, China (1990), pp.132-133(In Chinese).

Google Scholar

[14] M.Z. Wang, W. Wang and J.K. Wu, in: Theory of Elastic Mechanics, edited by S.Q. Qiu, volume 9 of Torsion of Rectangular Cross Section, chapter, 6, Peking University Press, Beijing, China (2002), pp.146-150(In Chinese).

Google Scholar

[15] Ministry of Communications, in: Code for Design Highway Reinforced Concrete and Prestressed Concrete Bridges and Culverts(JTG D62-2004), China Communication Press, Beijing, China (2004) (In Chinese).

Google Scholar