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5003 Lectures - Faculty of Engineering and Applied Science

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E<strong>5003</strong> - Ship Structures I 210<br />

© C.G. Daley<br />

The lower flange is symmetrical with the upper<br />

<strong>and</strong> will have a shear flow <strong>of</strong> the same magnitude<br />

but opposite in direction.<br />

The shear flow as drawn shows the directions <strong>of</strong><br />

shear in the direction <strong>of</strong> the applied force. If we<br />

think instead <strong>of</strong> the reaction to the applied force,<br />

we have the sketch at left.<br />

In this case the applied force is shown pushing<br />

directly down on the web. In this case the vertical<br />

forces oppose each other <strong>and</strong> produce no moment.<br />

However, the horizontal forces, while equal in<br />

magnitude, are separated by 190mm <strong>and</strong> produce<br />

a couple <strong>of</strong> 1879 x 190 = 355300 N-mm. This couple<br />

is a torsion acting on the section.<br />

In order to eliminate the torsion, we would need to<br />

apply the load Q at the shear center ‘e’ to the left<br />

<strong>of</strong> the web. We can find the location <strong>of</strong> ‘e’ as<br />

follows;

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