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an engineering geological characterisation of tropical clays - GBV

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84<br />

7.1.3 Atterberg limits <strong>an</strong>d consistency <strong>of</strong> clay soils<br />

7.1.3.1 Scope<br />

The Atterberg limits serve to define the r<strong>an</strong>ge <strong>of</strong> moisture contents within which a clay soil<br />

exhibits a plastic consistency by measuring <strong>an</strong>d describing the plasticity r<strong>an</strong>ge in numerical<br />

terms (Nelson <strong>an</strong>d Miller, 1992).<br />

The Atterberg limits <strong>of</strong> measurement adopted in this study to describe the consistency <strong>of</strong> soils<br />

include the liquid limit (LL) <strong>an</strong>d the plastic limit (PL). The liquid limit is the moisture content<br />

at which a soil passes from the plastic to the liquid state, while the plastic limit represents the<br />

moisture content at which a soil passes from the plastic to the solid state <strong>an</strong>d becomes too dry<br />

to be in a plastic condition. The plasticity index (PI) is the moisture content r<strong>an</strong>ge between the<br />

plastic <strong>an</strong>d liquid limits, <strong>an</strong>d serves as a measure <strong>of</strong> the plasticity <strong>of</strong> the clay soil (Nelson <strong>an</strong>d<br />

Miller, 1992).<br />

In this study, the state <strong>of</strong> consistency <strong>of</strong> a clay soil in its natural state was numerically<br />

described by relating its natural moisture content to the plastic <strong>an</strong>d liquid limits using two<br />

parameters, i.e. the relative consistency (Cr) <strong>an</strong>d the liquidity index (LI). This is because in<br />

general, clay soils occur as a slurry (liquid state) when moisture contents exceed their liquid<br />

limits, while they exhibit a firm <strong>an</strong>d plastic consistency with moisture contents lying within<br />

the plasticity r<strong>an</strong>ge, i.e. between plastic <strong>an</strong>d liquid limits. On the other h<strong>an</strong>d, clay soils with<br />

moisture contents below their plastic limits would usually exhibit a hard to stiff consistency<br />

(Head, 1984). According to Terzaghi <strong>an</strong>d Peck (1948), relative consistency, Cr, is the ratio <strong>of</strong><br />

the difference between liquid limit <strong>an</strong>d moisture content to the plasticity index, i.e.<br />

Cr = (LL-W)/(LL-PL), or<br />

Cr = (LL-W)/PI (7.2)<br />

where W = moisture content<br />

Lambe <strong>an</strong>d Whitm<strong>an</strong> (1969) defined the liquidity index, LI, as the ratio <strong>of</strong> the difference<br />

between moisture content <strong>an</strong>d plastic limit to the plasticity index, i.e.<br />

LI = W-PL/PI (7.3)<br />

According to Skempton <strong>an</strong>d Northey (1953) <strong>an</strong>d Wood <strong>an</strong>d Wroth (1978), clay soils usually<br />

exhibit increasing shear strength values as their state <strong>of</strong> consistency varies with progressive<br />

decrease <strong>of</strong> moisture content, starting from the liquid limit down to the plastic limit. This<br />

study tries to investigate <strong>an</strong>d establish <strong>an</strong>y possible consistent form <strong>of</strong> relationship between<br />

shear strength parameters <strong>an</strong>d liquidity index <strong>an</strong>d/ or relative consistency for the clay soils<br />

found.<br />

Skempton (1953) showed that the Atterberg limits <strong>of</strong> <strong>clays</strong> are related to the particle size <strong>an</strong>d<br />

clay mineralogical composition <strong>of</strong> the soils. He noted that the the plasticity index, PI, is<br />

dependent on the proportion <strong>of</strong> clay fraction, <strong>an</strong>d defined colloidal activity (A) <strong>of</strong> a clay soil<br />

as the ratio between these two parameters, i.e.<br />

activity A = PI/ clay fraction (7.4)

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