2012Journal of Highway and Transportation Research and Development (English Edition)Requires access

Thin-layer Micro-element Method for Cohesive Soil Passive Earth Pressure Determination on Retaining Walls

Yu-liang Lin, Guolin Yang, Xiang-Jing Huang

Open publisher page 2 citations

Abstract

A thin-layer micro-element method that is based on the thought of horizontal slice method was developed to deduce the passive earth pressure of cohesive soil by considering the retaining wall height, wall back batter angle, filler elevation angle, equispaced overload, bulk density, internal friction angle, cohesion, and the external friction angle between the soil and the wall back. An explicit solution of the critical rupture angle was obtained using the graphic method. The effects of the aforementioned parameters on the critical rupture angle, the passive earth pressure distribution, and the resultant force of this pressure as well as its application position were analyzed. The results show that (1) the distribution of the passive earth pressure along the wall back is non-linear; (2) Coulomb and Rankine’s theories on passive earth pressure are special cases of the passive earth pressure formula under the corresponding simplified assumptions; and (3) the passive earth pressure and its distribution are greatly affected by factors such as the wall back batter angle, filler elevation angle, equispaced overload, soil cohesion, internal friction angle, and external friction angle of the soil. However, the bulk density has negligible effect on the application position of the resultant force of the passive earth pressure.

About this research paper

What this paper is about

A thin-layer micro-element method that is based on the thought of horizontal slice method was developed to deduce the passive earth pressure of cohesive soil by considering the retaining wall height, wall back batter angle, filler elevation angle, equispaced overload, bulk density, internal friction angle, cohesion, and the external friction angle between the soil and the wall back. An explicit solution of the critical rupture angle was obtained using the graphic method. The effects of the aforementioned parameters on the critical rupture angle, the passive earth pressure distribution, and the resultant force of this pressure as well as its application position were analyzed. The results show that (1) the distribution of the passive earth pressure along the wall back is non-linear; (2) Coulomb and Rankine’s theories on passive earth pressure are special cases of the passive earth pressure formula under the corresponding simplified assumptions; and (3) the passive earth pressure and its distribution are greatly affected by factors such as the wall back batter angle, filler elevation angle, equispaced overload, soil cohesion, internal friction angle, and external friction angle of the soil. However, the bulk density has negligible effect on the application position of the resultant force of the passive earth pressure.

Why it matters

OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

A thin-layer micro-element method that is based on the thought of horizontal slice method was developed to deduce the passive earth pressure of cohesive soil by considering the retaining wall height, wall back batter angle, filler elevation angle, equispaced overload, bulk density, internal friction angle, cohesion, and the external friction angle between the soil and the wall back. An explicit solution of the critical rupture angle was obtained using the graphic method. The effects of the aforementioned parameters on the critical rupture angle, the passive earth pressure distribution, and the resultant force of this pressure as well as its application position were analyzed. The results show that (1) the distribution of the passive earth pressure along the wall back is non-linear; (2) Coulomb and Rankine’s theories on passive earth pressure are special cases of the passive earth pressure formula under the corresponding simplified assumptions; and (3) the passive earth pressure and its distribution are greatly affected by factors such as the wall back batter angle, filler elevation angle, equispaced overload, soil cohesion, internal friction angle, and external friction angle of the soil. However, the bulk density has negligible effect on the application position of the resultant force of the passive earth pressure.

Key concepts: Lateral earth pressure, Retaining wall, Cohesion (chemistry), Friction angle, Degree Rankine, Materials science, Geotechnical engineering, Finite element method

Related papers

Back to paper searchBrowse research topicsOriginal source
Thin-layer Micro-element Method for Cohesive Soil Passive Earth Pressure Determination on Retaining Walls — Research Paper | ScholarLens