The Design of Modern Steel Bridges - TEDI
The Design of Modern Steel Bridges - TEDI
The Design of Modern Steel Bridges - TEDI
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Chapter 6<br />
Stiffened Compression Flanges <strong>of</strong><br />
Box and Plate Girders<br />
6.1 General features<br />
Stiffened compression flanges <strong>of</strong> box and plate girders consist <strong>of</strong> a flange plate<br />
stiffened longitudinally by either open (i.e. flat, bulb-flat, angle or tee) or closed<br />
(i.e. trough, vee) types <strong>of</strong> stiffeners spanning between transverse stiffeners<br />
which are supported by the girder webs or web stiffeners. Such compression<br />
flanges may be subjected to the following stresses:<br />
(1) Longitudinal stresses due to the bending moment (and axial force) on the<br />
main girder; these stresses may vary across the width <strong>of</strong> the flange due to<br />
shear lag, and along the length due to the variation in the bending moment;<br />
additional longitudinal stresses may be caused by restrained warping <strong>of</strong><br />
a box girder.<br />
(2) In-plane shear stresses in the flange plate due to any shear force on the<br />
girder and/or torsion in the case <strong>of</strong> a box girder.<br />
(3) Flexural stresses in the flange stiffeners due to any loading applied locally<br />
on the flange, e.g. wheel loading on a bridge deck.<br />
(4) In-plane transverse stresses in the flange plate due to bending <strong>of</strong> transverse<br />
flange stiffeners, and in the case <strong>of</strong> box girders due to distortion <strong>of</strong><br />
the box cross-section and in the vicinity <strong>of</strong> internal diaphragms over box<br />
girder supports.<br />
Typical stiffened flange details are shown in Fig. 6.1.<br />
A stiffened compression flange comprises several parallel struts each continuous<br />
over and supported at many transverse stiffener locations; it can be<br />
idealised as a series <strong>of</strong> pin-ended struts supported at transverse stiffeners. Apart<br />
from the complex stress field mentioned above, the following geometrical<br />
complexities need investigation:<br />
(1) Longitudinal continuity over transverse stiffeners.<br />
(2) Transverse continuity between parallel stiffeners.<br />
(3) Four separate buckling modes, namely local buckling <strong>of</strong> flange plating<br />
between longitudinal stiffeners, local buckling <strong>of</strong> stiffener components,<br />
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