If a deposit at a site happens to be a saturated overconsolidated clay with a value of q_{c}=8.8 MN / m ^{2}, determine the unconfmed compressive strength of clay given p_{0}=127 kN / m ^{2}
If a deposit at a site happens to be a saturated overconsolidated clay with a value of q_{c}=8.8 MN / m ^{2}, determine the unconfmed compressive strength of clay given p_{0}=127 kN / m ^{2}
Per Eq (9. 14)
q_{c}=N_{k} c_{u}+p_{0} \text { or } \quad c_{u}=\frac{q_{c}-p_{o}}{N_{k}} (9.14)
c_{u}=\frac{q_{c}-p_{o}}{N_{k}} \text { or } q_{u}=\frac{2\left(q_{c}-p_{o}\right)}{N_{k}}
Assume N_{k}=20. Substituting the known values and simplifying
q_{u}=\frac{2(8800-127)}{20}=867 kN / m ^{2}
If we neglect the overburden pressure p_{0}
q_{u}=\frac{2 \times 8800}{20}=880 kN / m ^{2}
It is clear that, the value of q_{u} is little affected by neglecting the overburden pressure in Eq. (9.14)