Showing posts with label Bearing Capacity in Clay. Show all posts
Showing posts with label Bearing Capacity in Clay. Show all posts

Sunday, February 15, 2015

Bearing Capacity in Clay

Bearing Capacity in Clay

In clay soils and plastic silts, the cohesion term plays a major role in bearing capacity. The friction angle is considered to be zero for clays and plastic silts.

Design Example

This example explores a column footing in a homogeneous clay layer. Find the ultimate bearing capacity of a 1.2 m x 1.2 m square footing placed in a clay layer. The density of the soil is found to be 17.7 kN/m 3 and the cohesion was found to be 20 kPa. See Fig.

Column footing in a homogeneous clay layer


Solution




STEP 1: Find the Terzaghi bearing capacity factors from Table Below.

For clay soils, the friction angle (~) is considered to be zero.
Nr = 5.7
Nq= 1.0
Ny = 0.0


STEP 2: Find the shape factors using Table



For a square footing Sc = 1.3 and Sy = 0.8.

STEP 3" Find the surcharge (q).

q = F x d - 17.7 x 1.2 = 21.2 kPa

STEP 4" Apply the Terzaghi bearing capacity equation.


qult = 20 x 5.7 x 1.3 + 21.2 x 1.0 + 0
qult = 169.4 kPa

allowable bearing capacity(qallowable) -- qult/F.O.S. - qult/3.0 = 56.5 kPa

The total load (Qallowable) that could safely be placed on the footing is found as

Qallowable = qallowable x area of the footing

Q allowable = qallowable x (1.5 x 1 . 5 ) - 1 2 7 . 1 kN