Perturbation Stochastic Finite Element Method for Chloride Diffusion with Time-Dependent in Concrete

Lu Feng Yang; Chun Yan Hu; Zheng Chen; Bin Hong

doi:10.4028/www.scientific.net/AMR.446-449.3273

Paper Titles

An Effective Hybrid Approach for Processing Deformation Monitoring Data
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The Reinforced Concrete Durability and Rebar Erosion Monitoring
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Study the Influences of Stud Fittings in Composite Beams under Reciprocating Load
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Correlation Study on Modal Frequency and Temperature Effects of a Cable-Stayed Bridge Model
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Perturbation Stochastic Finite Element Method for Chloride Diffusion with Time-Dependent in Concrete
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The Random Response Analysis of Structure Subjected to Non-Stationary Seismic Excitation
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Application of Surfer 8.0 in Earthwork Calculations and Accuracy Analysis
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Perturbation Stochastic Finite Element Method for Chloride Diffusion with Time-Dependent in Concrete

Abstract:

The random analysis of the process of chloride diffusion in concrete is a basis of the reliability assessment for durability of concrete structures. In this paper, the diffusion coefficient with time-dependent is introduced to Fick's second law, and perturbation stochastic finite element method (SFEM) with time-dependent(TD) is proposed. The stochastic finite element equation with TD is solved by the perturbation method with a group of recursive equations, by which the mean value and standard deviation of chloride concentration in concrete can be determined. An example is given to demonstrate the accuracy and efficiency of the presented method and shows that the analysis of chloride diffusion with time-dependent for concrete structures is closer to engineering practice.

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Periodical:

Advanced Materials Research (Volumes 446-449)

Pages:

3273-3278

DOI:

https://doi.org/10.4028/www.scientific.net/AMR.446-449.3273

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Online since:

January 2012

Authors:

Lu Feng Yang, Chun Yan Hu, Zheng Chen, Bin Hong

Keywords:

Chloride, Concrete, Perturbation Stochastic Finite Element, Time-Dependent

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References

[1] Rui Luo, Yuebo Cai, Changyi Wang, et al: Cement and Concrete Research. Vol. 1 (2003), pp.1-7

Google Scholar

[2] Jin Wu, Shengxing Wu: Journal of Hohai University. Vol. 1 (2004), pp.38-41 (in Chinese)

Google Scholar

[3] Qiongming Jiang, et al: Advanced Materials Research (2010), pp.3364-3368

Google Scholar

[4] L. Tang, L.－O. Nilsson: Nordic Concrete Research (1992), pp.162-171

Google Scholar

[5] J. Crank: Clarendon Press. Bristol (1975)

Google Scholar

[6] Mangat P and Molly B: Materials and Structures (1994), pp.338-346

Google Scholar

[7] Thomas M D A, Bamforth P B: Cement and Concrete Research. Vol: 4 (1999), pp.487-495

Google Scholar

[8] Hongfa Yu, Wei Sun, Lianghui Yan, Haiyan Ma: Journal of the Chinese ceramic society. Vol: 6 (2002), pp.686-701 (in Chinese)

Google Scholar

[9] Ran Li, Lufeng Yang, Qingge Feng: Concrete. Vol: 7 (2008), pp.40-44 (in Chinese)

Google Scholar

[10] Junzhi Zhang, Jianze Wang, et al: Hydro-science and engineering. Vol: 2 (2010), pp.14-20 (in Chinese)

Google Scholar

[11] Knabe W, Przew ócki J, et al: Probabilistic Engineering Mechanics. Vol: 3 (1998), pp.147-167

Google Scholar

[12] Lufeng Yang, A.Y.T. Leung, Liubin Yan, et al: Engineering Structures. Vol: 4 (2005), pp.455-462

Google Scholar

[13] Tang L and Gulikers J: Cement and Concrete Research. Vol: 37 (2007), pp.589-595

Google Scholar