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A Self-Learning Manual - Institution of Engineers Mauritius

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A <strong>Self</strong>-<strong>Learning</strong> <strong>Manual</strong><br />

Mastering Different Fields <strong>of</strong> Civil Engineering Works (VC-Q&A Method) Vincent T. H. CHU<br />

In some design guidelines, maximum spacing <strong>of</strong> piles is specified to limit<br />

the length between adjacent piles so that the assumption <strong>of</strong> rigid pile cap<br />

can be justified.<br />

6. What is the difference between point <strong>of</strong> virtual fixity and critical<br />

length <strong>of</strong> lateral loading for piles? (FD6)<br />

Some engineers may get confused about the difference between the two<br />

terms i.e. point <strong>of</strong> virtual fixity and critical length used for piles for resisting<br />

lateral loads. For critical length <strong>of</strong> lateral loading for piles, it refers to a<br />

certain depth from the ground level where the piles behave as if it were<br />

infinitely long. As such, beyond the critical length, the change in lateral<br />

response <strong>of</strong> piles with increase in pile length will be negligible [26].<br />

Point <strong>of</strong> virtual fixity refers to a certain dept below ground surface where<br />

the piles are fixed without movement under loads. The depth to the point <strong>of</strong><br />

fixity is useful in assessing the buckling loads <strong>of</strong> piles. It is obvious that the<br />

depth to the point <strong>of</strong> virtual fixity should be smaller than the critical length <strong>of</strong><br />

piles.<br />

7. In modeling a nonrigid mat foundation by using elastic springs,<br />

should a uniform modulus <strong>of</strong> subgrade reaction be used along the<br />

whole base <strong>of</strong> mat? (FD7)<br />

By using a bed <strong>of</strong> springs to simulate the flexible behaviour <strong>of</strong> mat subject<br />

to loads, care should be taken in selection <strong>of</strong> the modulus <strong>of</strong> subgrade<br />

reaction. In fact, the modulus <strong>of</strong> subgrade reaction depends on many<br />

factors like the width <strong>of</strong> the mat, the shape <strong>of</strong> the mat, the depth <strong>of</strong> founding<br />

level <strong>of</strong> the mat etc. In particular, the modulus <strong>of</strong> subgrade reaction is<br />

smaller at the center while it is larger near the mat’s edges. If a constant<br />

modulus <strong>of</strong> subgrade reaction is adopted throughout the width <strong>of</strong> the mat,<br />

then a more or less uniform settlement will result when subject to a uniform<br />

load. However, the actual behaviour is that settlement in the center is<br />

higher than that at side edges. Consequently, it leads to an<br />

underestimation <strong>of</strong> bending moment by 18% to 25% as suggested by<br />

Donald P. Coduto (1994).<br />

In general, a constant value <strong>of</strong> modulus <strong>of</strong> subgrade reaction is normally<br />

applied for structure with a rigid superstructure and the rigid foundation.<br />

However, a variable modulus <strong>of</strong> subgrade reaction is adopted instead for<br />

non-rigid superstructure and non-dominance <strong>of</strong> foundation rigidity to<br />

225

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