Finite Element Method Utilization of Disturbed State Concept Theory on Seepage or Anisotropy

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Disturbed state concept theory (DSC) utilizes constitutive models to depict material responses. The response is gained by weight-averaging reference responses. DSC also can superpose disturbance factor on reference responses to reach actual response values. Suitable constitutive models give reference responses and DSC revises them to be acceptable outputs. Disturbance factor is independent to constitutive model. On DSC application on seepage problem, combination of DSC and Biot’s consolidation is forwarded by introducing disturbance factor into equilibrium function and extended cam-bridge model provides reference response. On DSC application on anisotropy, anisotropic disturbance factor is applied on to obtain stress anisotropy. Hierarchical single surface model is utilized to provide reference response for further anisotropic revision. Detailed formula derivation for DSC-seepage or for DSC-anisotropy is accomplished. On both applications, the key combination of DSC and other theory depends on the introduction of disturbance factor into equilibrium equation. Outcomes of DSC show readjustment of parameters of disturbance factor guaranties quantity of response descriptions. DSC takes into account of outside effects without changing inside. Existing models and existing methods can be used to describe newly responses.

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994-1000

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May 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] A.Varadarajan, K.G. Sharma, C.S. Desai, et al. Constitute modeling of a schistose rock in the Himalaya [J]. International Journal of Geo-mechanics, Vol.1(1) (2001), p.83–107.

Google Scholar

[2] I.J. Park, C.S. Desai. Cyclic behavior and liquefaction of sand using disturbed state concept [J]. Journal of Geotechnical Engineering, Vol.126(9) (2002), p.834–846.

DOI: 10.1061/(asce)1090-0241(2000)126:9(834)

Google Scholar

[3] C.Basaran, R.Chandaroy. Using finite element analysis for simulation of reliability tests on solder joints in microelectronic packaging [J]. Computer and Structures, Vol.74(2) (2000), p.215–231.

DOI: 10.1016/s0045-7949(99)00028-0

Google Scholar

[4] S.Pal, G.W. Wathugala, S.Kundu. Calibration of a constitutive model using genetic algorithms [J]. Computer and Geotechnics, Vol.19(4) (1996), p.325–348.

DOI: 10.1016/s0266-352x(96)00006-7

Google Scholar

[5] J.X.Li, C.M. Wang, X.W. Zhang. Experimental research on compressive deformation of soft soil based on disturbed state theory [J]. Journal of Jilin University (Earth Science edition), Vol.40(2) (2010), p.356–360. (in Chinese)

Google Scholar

[6] X.J.Yu, J.Y. Shi, Y.B.Xu. Modeling disturbed state and anisotropy of natural soft clays [J]. Rock and Soil Mechanics, Vol.30(11) (2009), p.3307–3312. (in Chinese)

Google Scholar

[7] W.Z. Liu, M.J. Shi, L.C. Miao. Analysis of compressibility of structural soils based on disturbed state concept [J]. Rock and Soil Mechanics, Vol.31(11) (2010), p.3475–3480. (in Chinese)

Google Scholar

[8] J.F. Zhu, R.Q.Xu, X.C. Wang. Theory of earth pressure against rigid retaining wall based on disturbed state concept model [J]. Journal of Zhejiang University (Engineering Science), Vol.45(6) (2011), p.1081–1087. (in Chinese)

Google Scholar

[9] Q.J. Liu, L.D. Yang. New model of load transfer function for pile analysis based on disturbed state model [J]. Journal of Tongji University (Natural Science), Vol.34(2) (2006), p.165–170. (in Chinese)

Google Scholar

[10] Y.J.Xu, J.J. Pan, X.H. Chu, et al. Study on constitutive model for rockfill material based on the disturbed state concept [J]. Engineering Mechanics, Vol.27(6) (2010), p.154–161.(in Chinese)

Google Scholar

[11] L.H. Chen, Z.Y. Chen. Identification of soil parameters of extended Cambridge model and its application to Xiaolangdi project [J]. Rock and Soil Mechanics, Vol.24(2) (2003), p.229–232.(in Chinese)

Google Scholar

[12] A.Varadarajan, K.G. Sharma. Testing and modeling of two rockfill materials [J]. Journal of Geotechnical and Geo-environmental Engineering, Vol.129(3) (2003), p.206–218.

Google Scholar

[13] X.H. Zhao, H.Sun, K.W.Lo. Damage soil mechanics [M]. Shanghai: Tongji University Press, (2000), p.75–91.

Google Scholar

[14] A.Iizuka, H.Ohta. A determination procedure of input parameters in elasto-viscoplastic finite element analysis [J]. Soils and Foundations, Vol.27(3) (1987), p.71–87.

DOI: 10.3208/sandf1972.27.3_71

Google Scholar

[15] C.S. Desai, K.G. Sharma, G.M. Wathugala, et al. Implementation of hierarchical single surface δ0 and δ1 models in finite element procedure [J]. International Journal for Numerical and Analysis Method in Geomechanics, Vol.15(9) (1991), p.649–683.

DOI: 10.1002/nag.1610150904

Google Scholar