A Direct Time-Domian Integral Method and its Implementation Based on Matlab

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The current equivalent linearization method for evaluation of seismic response of soil layers has been widely used by engineers, but it obviously has limits while considering severe earthquake action and dealing with extremely soft soil layers. Developing a direct time-domain integral method is essential. In this paper, a direct-domain integral method is proposed. In the method, the dynamic skeleton curve constitutive model is introduced and it can fit test results of dynamic shear modules ration curve and damping ratio curve simultaneously, central difference integration method is used to solve the dynamic equation, multi-transmitting artificial boundary condition has been conducted to consider the effect of energy transmission through bedrock boundary. In order to implement this method, a program called Dymatlab has been compiled, strong motion records got from the NGA data base for site effects on strong ground motion have been used to analysis the offshore engineering site with thick soft soil layers. The results show that this program can be applied as a reasonable and feasible method for nonlinear seismic response of soil layers.

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2060-2065

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May 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] T. Lu, J.Y. Huo, M.S. Rong. Nonlinear response analysis of soil layers under severe earthquake[J]. ICESE,(2010)

Google Scholar

[2] M.T. Luan, G. Lin. Computational model for nonlinear analysis of soil site seismic response[J]. Engineering Mechanics, 9(1),(1992),94~103 (in Chinese)

Google Scholar

[3] Guang Yu, John G. Anderson, Raj Siddharthan. On the characteristics of nonlinear soil response[J]. BSSA, Vol.83,No.1, (1992),218~244

Google Scholar

[4] Jian-Ye Ching,Steven D.Glaser. 1D time-domain solution for seismic ground motion prediction[J]. Journal of geotechnical and geoenvironmental engineering, Vol.127, (2001),36~47

DOI: 10.1061/(asce)1090-0241(2001)127:1(36)

Google Scholar

[5] Li Xiaojun. A method for analysing seismic response of nonlinear soil layers[J]. South China Journal of Seismology, 12(4),(1992),1~8 (in Chinese)

Google Scholar

[6] W.H. Qi, Z.Q. Wang, J.S. Bo. Development and verification of a method for analyzing the nonlinear seismic response of soil layers[J]. Journal of Harbin Engineering University, 31(4), (2010),444~450 (in Chinese)

Google Scholar

[7] X. Jin, G. Kong, H.P. Ding. Nonlinear seismic response analysis of horizontal layered site[J]. Earthquake Engineering And Engineering Vibration, 24(3), (2004),38~43 (in Chinese)

Google Scholar

[8] Z.P. Liao. Introduction to wave propagation[M]. Science Press, Beijing, China (2002),49~66

Google Scholar