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Building Design and Construction Handbook - Merritt - Ventech!

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6.60 SECTION SIX<br />

For overconsolidated soil, there are two possible cases that can be used to calculate<br />

the amount of settlement. The first case occurs when the existing vertical<br />

effective stress (� ) plus the increase in vertical stress (�� v) due to the proposed<br />

�vo<br />

building weight does not exceed the maximum past pressure (� ). For this first<br />

�vm<br />

case, there will only be recompression of the cohesive soil.<br />

For the second case, the sum of the existing vertical effective stress (� ) plus<br />

�vo<br />

the increase in vertical stress (�� v) due to the proposed building weight exceeds<br />

the maximum past pressure (� ). For the second case, there will be virgin con-<br />

�vm<br />

solidation of the cohesive soil. Given the same cohesive soil <strong>and</strong> identical field<br />

conditions, the settlement due to the second case will be significantly more than<br />

the first case.<br />

As previously mentioned, primary consolidation is a time-dependent process that<br />

can take many years to complete. The rate of consolidation can be estimated using<br />

the Terzaghi theory of consolidation (see K. Terzaghi <strong>and</strong> R. B. Peck, ‘‘Soil Mechanics<br />

in Engineering Practice,’’ John Wiley & Sons, Inc., New York):<br />

Secondary Compression. The final component of settlement is due to secondary<br />

compression, which is that part of the settlement that occurs after essentially all of<br />

the excess pore water pressures have dissipated (i.e., settlement that occurs at constant<br />

effective stress). The usual assumption is that secondary compression does not<br />

start until after primary consolidation is complete. The amount of secondary compression<br />

is often neglected because it is rather small compared to the primary<br />

consolidation settlement. However, secondary compression can constitute a major<br />

part of the total settlement for peat or other highly organic soil (see R. D. Holtz<br />

<strong>and</strong> W. D. Kovacs, ‘‘An Introduction to Geotechnical Engineering,’’ Prentice-Hall,<br />

Inc., Englewood Cliffs, NJ).<br />

The final calculation for estimating the maximum settlement (� max) of the insitu<br />

cohesive soil would be to add together the three components of settlement, or:<br />

� � s � s � s (6.23)<br />

max i c s<br />

where � max � maximum settlement over the life of the structure<br />

s i � immediate settlement<br />

s c � primary consolidation settlement<br />

s s � secondary compression settlement<br />

6.5.7 Settlement of Granular Soil<br />

A major difference between saturated cohesive soil <strong>and</strong> granular soil is that the<br />

settlement of cohesionless soil is not time dependent. Because of the generally high<br />

permeability of granular soil, the settlement usually occurs as the load is applied<br />

during the construction of the building. Many different methods can be used to<br />

determine the settlement of granular soil, such as plate load tests, laboratory testing<br />

of undisturbed soil samples, equations based on the theory of elasticity, <strong>and</strong> empirical<br />

correlations. For example, Fig. 6.23 shows a chart that presents an empirical<br />

correlation between the measured N value (obtained from the St<strong>and</strong>ard Penetration<br />

Test, see Art. 6.2.4) <strong>and</strong> the allowable soil pressure (tsf) that will produce a settlement<br />

of the footing of 1 in (2.5 cm).<br />

As an example of the use of Fig. 6.23, suppose a site contains a s<strong>and</strong> deposit<br />

<strong>and</strong> the proposed structure can be subjected to a maximum settlement (� max) of<br />

1.0 in (2.5 cm). If the measured N value from the St<strong>and</strong>ard Penetration Test � 10<br />

<strong>and</strong> the width of the proposed footings � 5 ft (1.5 m), then the allowable soil<br />

pressure � 1 tsf (100 kPa).

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