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Steel Designers Manual - TheBestFriend.org

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This material is copyright - all rights reserved. Reproduced under licence from The <strong>Steel</strong> Construction Institute on 12/2/2007<br />

To buy a hardcopy version of this document call 01344 872775 or go to http://shop.steelbiz.<strong>org</strong>/<br />

<strong>Steel</strong> <strong>Designers</strong>' <strong>Manual</strong> - 6th Edition (2003)<br />

546 Trusses<br />

For short-span roof trusses between 6 m and 15 m the minimum spacing should<br />

be limited to 3–4 m.<br />

19.2.2 Bridges<br />

Road and railway truss bridges can either be underslung (deck at top chord level),<br />

through (deck at bottom chord level) or semi-through.<br />

Limits on headroom, navigation height and construction depth will determine<br />

whether an underslung or through truss will be the most appropriate. For large-span<br />

bridges the through type is often adopted as ample headroom will be available to<br />

permit direct lateral restraint to the top compression chord using cross bracing. For<br />

short-span bridges, however, the underslung type is most appropriate provided the<br />

navigation height or construction depth limits are satisfied. Underslung trusses are<br />

usually more economical than either through or semi-through trusses as the deck<br />

structure performs the dual function of directly supporting the traffic loads and providing<br />

lateral restraint to the compression chords. In the case of short-span through<br />

trusses the span-to-depth ratio may be uneconomically low if the top chord is<br />

restrained by cross-beams, as sufficient traffic headroom must be provided. In such<br />

a situation it is more economical to brace the top compression chords by U-frame<br />

action.<br />

A span-to-depth ratio of between 6 and 8 for railway bridges and between 10 and<br />

12 for road bridges offers the most economical design. In general terms the proportions<br />

should be such that the chords and web members have approximately an<br />

equal weight.<br />

The bay widths should be proportioned so that the diagonal members are inclined<br />

at approximately 50° or slightly steeper. For large-span trusses subdivision of the<br />

bays is necessary to avoid having excessively long web members.<br />

The Pratt, Howe and Warren trusses, Fig. 19.3(a)–(c), have an economic span<br />

range of between 40 m and 100 m for railway bridges and up to 150 m for road<br />

bridges. For the shorter spans of the range the Warren truss requires less material<br />

than either the Pratt or the Howe trusses. For medium spans of the range the Pratt<br />

or Howe trusses are both more favourable and by far the most common types. For<br />

large spans the modified Warren truss and subdivided Parker (inclined chord) truss<br />

are the most economical.<br />

For spans of between 100 m and 250 m the depth of the truss may be up to four<br />

times the economic bay width, and in such a case the K-, diamond or Petit (subdivided<br />

Pratt or Howe) trusses are more appropriate. For the shorter spans of the<br />

range the diamond or Petit trusses, by their nature, are subject to very high secondary<br />

stresses. In such a case the K-truss, with primary truss members at all nodes,<br />

is more appropriate as joint deflections are uniform, greatly reducing the secondary<br />

stresses.<br />

For spans greater than 150 m variable depth trusses are normally adopted for<br />

economy.

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