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Last modified
2/16/2017 11:33:02 AM
Creation date
10/6/2015 9:56:35 AM
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Reference Library
Title
WESTERN DAM ENGINEERING NEWSLETTER, VOLUME 3, ISSUE 1, FEBRUARY 2015
Author/Source
AECOM
Keywords
SINKHOLES, HYDRAULIC DESIGN OF OUTLET WORKS, SOIL CHARACTERIZATIONS, SLOPE STABILITY ANALYSIS
Document Type - Reference Library
Research, Thesis, Technical Publications
Document Date
2/28/2015
Year
2015
Team/Office
Dam Safety
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<br /> <br /> <br /> <br />17 <br />the phreatic surface is modeled at the lowest outlet <br />elevation, and all soils that cannot drain as the <br />reservoir is lowered are assigned undrained (total <br />stress) shear strengths based on the effective stresses <br />before drawdown, as calculated in the first stage. <br />Coarser, free-draining soils having a permeability <br />typically greater than 10-3 centimeters per second are <br />assigned drained shear strengths based on the <br />effective stress after drawdown [2]. <br />In the third stage of the analysis, the rapid drawdown <br />stability factor of safety is calculated using the lower of <br />either the first-stage undrained or second-stage <br />drained shear strength. Rapid drawdown is one of the <br />more complex stability analyses and the analyst should <br />consult relevant references such as [2], [3], and [4] for <br />further details. <br />The most common laboratory test used to measure <br />shear strengths for the rapid drawdown loading <br />condition is the CU’ triaxial test, because this test can <br />measure both undrained (total stress) and drained <br />(effective stress) shear strengths. Other laboratory <br />tests used to measure drained shear strengths include <br />the CD triaxial test and DS test. Other laboratory tests <br />used to measure undrained shear strengths include the <br />UC test, UU triaxial test, CU triaxial test, and DSS test. <br />Shear Strength Characterization <br />After the loading conditions for which an embankment <br />dam should be analyzed are identified, appropriate <br />shear strength parameters must be developed for the <br />embankment and foundation soils under each <br />applicable loading condition. Characterizing the shear <br />strength of soils is dependent on both the type of soil <br />and whether the soil behaves as undrained or drained <br />under a particular loading condition. Provided below is <br />a description of the shear strengths typically evaluated <br />for coarse-grained, cohesionless soils (sands and <br />gravels) and fine-grained, cohesive soils (clays and <br />silts), including the corresponding laboratory and field <br />testing to measure strengths and empirical <br />correlations to estimate strengths. <br />Coarse-Grained Soils (Sands and Gravels) <br />Coarse-grained, or granular, soils (sands and gravels) <br />are typically free-draining and defined by drained <br />shear strengths, except for very rapid loading (e.g., <br />seismic loading, which is not addressed in this article). <br />These soils are similar in strength characterization <br />since they have high permeabilities and sufficient <br />drainage capacity to prevent pore water pressures <br />from changing under most loadings. <br />Characterizing the drained shear strength of coarse- <br />grained soils involves evaluating or estimating the <br />effective stress friction angle (φ’). The Mohr-Coulomb <br />strength envelope for granular soils goes through the <br />origin of stress, as illustrated in Figure 1, and thus the <br />effective stress cohesion (c’) is zero. Coarse-grained <br />soils are therefore also often referred to as <br />cohesionless soils. Although the effective stress <br />cohesion is zero, the strength envelope for denser soils <br />is often curved, as illustrated in Figure 1. For <br />mathematical simplicity, an analyst may approximate <br />the strength envelope as linear over the normal stress <br />range of interest for the analysis, which may result in <br />an “apparent” effective stress cohesion, as illustrated <br />in Figure 2. It is important to understand that this is a <br />mathematical convenience, and not a true property of <br />the soil. <br /> <br />Figure 1: Mohr-Coulomb strength envelope for coarse-grained <br />soils <br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> <br /> Effective stress – σ’ <br />Sh <br />e <br />a <br />r <br /> <br />s tr <br />e <br />s <br />s <br /> <br />- τ <br />φ’ <br />c’ <br />Linear Approximation of Shear Strength <br />for stress range of interest <br />Shear Failure <br />Envelope <br />(Curved) <br />Figure 2: Curved shear strength envelope with linear <br />interpretation and apparent cohesion, c’ <br />
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