Presentation is loading. Please wait.

Presentation is loading. Please wait.

ASCE G-I Case History Night, April 28, 2016

Similar presentations


Presentation on theme: "ASCE G-I Case History Night, April 28, 2016"— Presentation transcript:

1 ASCE G-I Case History Night, April 28, 2016
Seismic Earth Pressure Variations in Retaining Walls with Cohesive Backfill Material Siavash Zamiran, Abdolreza Osouli Civil Engineering Department April 28, 2016

2 Outline Conducting numerical models to evaluate seismic earth pressure
Using finite difference method, FLAC software Assuming soil cohesion for backfill Assuming soil-wall adhesion Considering different earthquake loading Considering hysteretic behavior of soil Calibrating of the model with centrifuge tests conducted by Agusti and Sitar, 2013

3 Failures of Retaining Walls Due to Earthquake
Caused by Kobe Earthquake in 1995

4 Failures of Retaining Walls Due to Earthquake Loading
Caused by Mid-Niigata Prefecture Earthquake in 2004

5 Seismic hazard map of the USA
Reference: United States Geological Survey

6 New Madrid seismic zone
Reference: United States Geological Survey

7 Analytical methods

8 Some of the analytical methods which consider backfill cohesion

9 Centrifuge Model Based on study by Agusti and Sitar, 2013
Seismic earth pressure on retaining structures in cohesive soils UC Berkeley Sponsored by California Department of Transportation

10 Numerical Modeling Geometry

11 Soil Properties Constitutive model: UBCHYST
Soil type: low plasticity lean clay (CL), called Yolo Loam from a borrow pit at the centrifuge facility Density= kg/m3

12 Interaction of Wall and Soil

13 Computer simulation of retaining wall

14 ACCELERATION AND DISPLACEMENT HISTORY
Kobe Kocaeli

15 Seismic earth pressure coefficient versus free field acceleration

16 Study phases in progress
Effect of strength properties: cohesion and friction angle Effect of different earthquakes Effect of earthquake intensities Effect of wall rigidity Effect of soil-wall interaction Effect of backfill saturation

17 Analyzing the responses
Seismic earth pressure approach Analytical: Mononobe-Okabe, Shukla, etc, DOTs Displacement approach Analytical: Newmark method, AASHTO

18 Fragility analysis Based on methodology developed by Argyroudis et. al, NIT, (2013) Development of fragility functions for geotechnical constructions: Application to cantilever retaining walls Definition of damage states Numerical modeling, estimation of deformation based on PGA Probability of damage VS PGA

19 Workshops held in SIUE:
Introduction to Computational Geotechnics, Jan 2016 Numerical Modeling of Foundations Using FLAC3D, Jan 2015 Underground Coal Mine Stability Analysis , Jan 2015 Numerical Modeling in Geotechnical Engineering 2, Oct 2014 Numerical Modeling in Geotechnical Engineering 1, Aug 2014

20 Introduction to Computational Geotechnics, Jan 2016

21 Numerical Modeling in Geotechnical Engineering, Oct 2014

22 Thank you. Questions?

23 References Agusti, G. C., & Sitar, N. (2013). Seismic Earth Pressures on Retaining Structures in Cohesive Soils (No. UCB GT 13-02). California Department of Transportation. Argyroudis, S., Kaynia, A. M., & Pitilakis, K. (2013). Development of fragility functions for geotechnical constructions: Application to cantilever retaining walls. Soil Dynamics and Earthquake Engineering, 50, 106–116. Shukla, S. K., Gupta, S. K., & Sivakugan, N. (2009). Active Earth Pressure on Retaining Wall for c-ϕ Soil Backfill under Seismic Loading Condition. Journal of Geotechnical and Geoenvironmental Engineering, 135(5), 690–696. Mononobe, N., & Matsuo, H. (1929). On the Determination of Earth Pressures During Earthquakes. In World Engineering Congress 9 (pp. 177–185).


Download ppt "ASCE G-I Case History Night, April 28, 2016"

Similar presentations


Ads by Google