This analysis, in terms of total stress, covers the case of fully saturated clay under undrained conditions, i.e. for the condition immediately after construction.

**ANALYSIS FOR THE CASE OF **? =

This analysis, in terms of total stress, covers the case of
fully saturated clay under undrained conditions, i.e. for the condition
immediately after construction. Only moment equilibrium is considered in the
analysis. In section, the potential failure surface is assumed to be a circular
arc. A trial failure surface (centre O, radius r and length La) is shown in
Figure. Potential instability is due to the total weight of the soil mass (W
per unit length) above the failure surface. For equilibrium the shear strength
which must be mobilized along the failure surface is expressed as n=cu/F

where F is the factor of safety with respect to shear
strength. Equating moments about O

Wd=Cu/F . LV

The moments of any additional forces must be taken into
account. In the event of a tension crack developing, the arc length La is
shortened and a hydrostatic force will act normal to the crack if it fills with
water. It is necessary to analyze the slope for a number of trial failure
surfaces in order that the minimum factor of safety can be determined.

Based on the principle of geometric similarity, Taylor [19]
published stability coefficients for the analysis of homogeneous slopes in
terms of total stress. For a slope of height H the stability coefficient (Ns)
for the failure surface along which the factor of safety is a

Tm=Pi/F . Cu/F

Study Material, Lecturing Notes, Assignment, Reference, Wiki description explanation, brief detail

**Related Topics **

Copyright © 2018-2020 BrainKart.com; All Rights Reserved. Developed by Therithal info, Chennai.