an engineering geological characterisation of tropical clays - GBV
an engineering geological characterisation of tropical clays - GBV
an engineering geological characterisation of tropical clays - GBV
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152<br />
For loading conditions equal to swelling pressure, SP, (i.e. P% or P/SP * 100 = 100%), the<br />
percentage swelling is usually expected to be zero, i.e. S% = 0. However, percentage swelling<br />
value given by the Greek method (Eq. 7.51) for these loading conditions is overestimated, i.e.<br />
by substitution,<br />
100 = -17.32Ln(S/SP) + 1,18, or<br />
S/SP = e^-5,706 = 0,0033<br />
For <strong>an</strong> average swelling pressure <strong>of</strong> SP = 50,29 kPa for black <strong>clays</strong>,<br />
S% = 0,0033* 50,29 or<br />
S% = 0,17<br />
In comparison, the second method (Eq. 7.50) developed in this study gives a more reliable<br />
estimation <strong>of</strong> S% for the same loading conditions above, i.e. S% = 0,01.<br />
On the other h<strong>an</strong>d, estimation <strong>of</strong> loading pressures necessary to realise permitted percentage<br />
swelling values using the Greek method will require solution <strong>of</strong> rather cumbersome<br />
mathematical equations <strong>of</strong> the form<br />
aP + bLn(P) + c = 0,<br />
where P = the loading pressure (kPa)<br />
a, b, c = const<strong>an</strong>ts<br />
In addition, the strength <strong>of</strong> estimating swelling characteristics by the Greek method (Eq. 7.51)<br />
is inferior (R = 0,92) relative to that <strong>of</strong> the second method (Eq. 7.50) developed in this study<br />
(R = 0,98).<br />
In conclusion, the second method (Eq. 7.50) developed in this study would be preferred <strong>an</strong>d<br />
more reliable th<strong>an</strong> the Greek one in estimating swelling characteristics <strong>of</strong> black <strong>clays</strong>.<br />
Abebe Solomon (2002), undertook a laboratory investigation <strong>of</strong> the swelling characteristics <strong>of</strong><br />
partially saturated <strong>an</strong>d remoulded highly exp<strong>an</strong>sive clay materials in Germ<strong>an</strong>y. He adopted<br />
<strong>an</strong> improved testing procedure <strong>an</strong>d apparatus in the form <strong>of</strong> a modified triaxial compression<br />
machine <strong>an</strong>d/ or cell to determine swelling pressure <strong>an</strong>d associated volume ch<strong>an</strong>ge (swelling<br />
strain) simult<strong>an</strong>eously. The obtained results could be presented in the form <strong>of</strong> curves <strong>of</strong> both<br />
swelling pressure <strong>an</strong>d moisture/ water up take variations with time, the interpretation <strong>of</strong> which<br />
serves to provide more accurate insights regarding swelling behaviour <strong>an</strong>d capability <strong>of</strong> <strong>clays</strong><br />
soils. However, his <strong>engineering</strong> computations <strong>of</strong> swelling strain rate (in terms <strong>of</strong> variations <strong>of</strong><br />
swelling stress <strong>an</strong>d moisture) are beyond the scope <strong>of</strong> the present work.<br />
7.4.8 Evaluation <strong>of</strong> results <strong>of</strong> oedometer consolidation, swelling pressure <strong>an</strong>d<br />
percentage swelling<br />
Results <strong>of</strong> consolidation parameters cv, mv, cc <strong>an</strong>d secondary compression, cα, show the red<br />
soils to be slightly overconsolidated, especially the deeper horizons (Table 7.17), so that they<br />
have in the past been subjected to a pressure greater th<strong>an</strong> the present overburden pressure.<br />
This is most probably due to the <strong>clays</strong> having been covered by deposits <strong>of</strong> soil or rock<br />
(volc<strong>an</strong>ic lava), <strong>an</strong>d which were subsequently eroded away in the course <strong>of</strong> <strong>geological</strong> time;<br />
leading to a reduction in effective pressure. Preconsolidation effects could have also been