The Seismic Stability Numerical Analysis of Embankment High Slope with Different Filling

Article Preview

Abstract:

In recent years, frequent earthquakes had happenned everywhere in the world.Through establishing soil dynamic constitutive model and boundary conditions, implement finite element numerical analysis of embankment high slope of different filling, using large geotechnical software GEO–SLOPE, inputting El Centro wave, Taft wave and artificially wave according to requirements specification fitting respectively in this article.Results show that different degree earthquake will reduce the stability safety coefficient of embankment slope, the properties of embankment high slope of different filling is worse,the range of reduction is larger.

You might also be interested in these eBooks

Info:

Periodical:

Pages:

49-54

Citation:

Online since:

September 2011

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2011 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

[1] ShaoLongtan etc. Random seismic action of dam slope stability analysis for the direct-shear. Journal of hydraulic engineering, 1999 (11), 66-71.

Google Scholar

[2] BoJingShan, xu guodong and JingLiPing. Soil slope, the dynamic stability analysis of seismic response and [J].journal of earthquake engineering and engineering vibration. 2001,2 (2)

Google Scholar

[3] LiuChunLing, QiShengWen TongLiJiang, zhao method, FLAC3D analysis. Using a lock slope stability earthquake [J]. Journal of rock mechanics and engineering. 2004,23 (16) : 2730 ~ 2733

Google Scholar

[4] party hair ning, hu again the strong, thanks definition. Deep cover layer of high earth-rock DAMS on the dynamic stability analysis of rock mechanics [J].journal of engineering journal; 2005,24 (12).

Google Scholar

[5] Lysmer J,Kulemeyer RL.Finite dynamic model for infinite media [J].Journal of Engineering Mechanies,ASCE,1969,95:759-877

Google Scholar

[6] Deeks AJ,Randolph MF.Axisymmetric time-domain transmitting boundaries [J].Journal of Engineering Mechanics,1994,120(1):25-42

DOI: 10.1061/(asce)0733-9399(1994)120:1(25)

Google Scholar

[7] Engineering wave theory LiaoZhenPeng introduction (second edition) [M]. Beijing: science press, (2002)

Google Scholar

[8] ZhaoJianFeng DuXiuLi, HanJiang, LiLiYun. Exogenous fluctuation, numerical simulation of a kind of realization [J]. Engineering mechanics. 2007,24 (4) : 52-58

Google Scholar

[9] LiuHanLong, FeiKang, GaoYuFeng seismic stability. Slope time-history method [J] geomechanics. 2003,24 (4) : 553-556

Google Scholar

[10] MaFangFang seismic dynamic time-history based on the slope stability analysis of a finite element [j].journal of dalian university of technology, master's degree thesis. 2005:18-51

Google Scholar

[11] BoJingShan WuZhaoYing, LiuGongShuai, DingRenJie, JiWenHao, LiuDeDong. Slope rock mass, the seismic stability dynamic safety factor analysis method [J]. Journal of disaster prevention project. 2004,24 (3) : 237-241

Google Scholar