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A Closer Look at Prevailing Civil Engineering Practice - European ...

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A <strong>Closer</strong> <strong>Look</strong> <strong>at</strong> <strong>Prevailing</strong> <strong>Civil</strong> <strong>Engineering</strong> <strong>Practice</strong>, Wh<strong>at</strong>, Why and How<br />

Vincent T. H. CHU<br />

(iii) Soil nail head and facing provides containment effect to limit the<br />

deform<strong>at</strong>ion near slope surface.<br />

Soil nail head serves to provide reaction in mobilizing tensile force in soil<br />

nail. Moreover, it provides confinement to soils in active zone behind soil<br />

nail head and avoids the occurrence of local failure between adjacent soil<br />

nails.<br />

4. Wh<strong>at</strong> is the purpose of install<strong>at</strong>ion of erosion control m<strong>at</strong> in<br />

slopes<br />

Steep slopes are prone to intermittent high velocity flows during rainstorm<br />

and this causes erosion <strong>at</strong> slope surface which prevents the growth of<br />

veget<strong>at</strong>ion.<br />

Erosion control m<strong>at</strong> is installed to control soil erosion and provide soil<br />

stability until veget<strong>at</strong>ion can be established. The principal function of<br />

erosion control m<strong>at</strong> is to prevent pre-veget<strong>at</strong>ed soil loss by stabilizing and<br />

protecting soils from rainfall and surface erosion. Moreover, it could provide<br />

a long-term artificial erosion control system which would increase the shear<br />

resistance of veget<strong>at</strong>ion and provide long-term, tenacious reinforcement of<br />

the root system.<br />

5. For Peck’s pressure envelope for braced excav<strong>at</strong>ion, should total<br />

weight or effective weight be used in rectangular and trapezoidal<br />

envelope<br />

The use of active and <strong>at</strong>-rest theory is not applicable in braced excav<strong>at</strong>ion.<br />

In essence, upper struts tend to be more heavily loaded while lower struts<br />

appear to be less loaded when compared with active pressure theory.<br />

Peck then measured the bracing loads which were converted back to soil<br />

pressures. For example, the pressure envelope for non-cohesive soils is<br />

0.65rHK a (r=soil density, H=height of excav<strong>at</strong>ion and K a =active pressure<br />

coefficient).<br />

Some engineers consider r as total soil weight without applying any w<strong>at</strong>er<br />

pressure. However, Peck has said “the earth pressures are essentially<br />

effective active pressures multiplied by a factor and redistributed as a<br />

rectangle or a trapezoid.” Hence, effective weight of soils should be used<br />

for r with w<strong>at</strong>er pressures added separ<strong>at</strong>ely.<br />

54

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