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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Table 3.6 Typical values <strong>of</strong> U and P for various bridge lengths<br />
Loads on <strong>Bridges</strong> 61<br />
Loaded length (m) P (kN) U (kN/m) for percentage <strong>of</strong> HGV in traffic<br />
7.5% 30% 100%<br />
15.25 0 38 38 38<br />
122 320 10.4 13.9 17.1<br />
488 534 7.1 10.8 12.3<br />
1950 747 5.8 9.9 10.5<br />
1977, goods moved by road, measured by tonne–km, virtually doubled.<br />
Statistics <strong>of</strong> vehicle population by gross weight indicate that the number <strong>of</strong><br />
vehicles with gross weight greater than 28 tonnes increased from an insignificant<br />
number in 1962 to 90 000 in 1977. Vehicle population with gross weight<br />
less than 11 tonnes fell substantially in that period, whereas those between 11<br />
and 28 tonnes also increased, but the rate <strong>of</strong> increase <strong>of</strong> over 28 tonnes<br />
completely outstripped that <strong>of</strong> the others.<br />
This is the context in which a thorough review <strong>of</strong> design for live loading <strong>of</strong><br />
bridges was undertaken in early 1980s. <strong>The</strong>se reviews took into account the<br />
growth <strong>of</strong> traffic and change in traffic mix predicted for the 1990s, and produced<br />
new proposals for loading for the entire range <strong>of</strong> loaded lengths. For the<br />
shorter spans, the review was primarily on a deterministic basis, although an<br />
element <strong>of</strong> probability for illegal overloading and lateral bunching was taken<br />
into account. <strong>The</strong> extreme loading obtained from this part <strong>of</strong> the exercise was<br />
considered to be just possible in a rare event, i.e. to be used as design load in<br />
the ultimate limit state without multiplying by any further partial safety factor.<br />
<strong>The</strong> results were thus divided by 1.5 to get nominal loading. For the longer<br />
spans, a fully statistical basis was used to derive a characteristic loading, i.e.<br />
95% probability <strong>of</strong> not being exceeded in 120 years. <strong>The</strong> nominal loading for<br />
design, i.e. a 120 year return period load, was taken as the characteristic loading<br />
divided by 1.2. A level 3 overall safety analysis was then performed to obtain<br />
an appropriate partial safety factor for loading consistent with the assurance<br />
that a structure will not have more than 1 in a million chance <strong>of</strong> collapse in<br />
service in its lifetime. <strong>The</strong> partial safety factor on the nominal load was found<br />
to be approximately 1.5, thus confirming the value already in BS 5400. On top<br />
<strong>of</strong> the nominal design loading derived in this fashion, a 10% allowance for<br />
future contingencies was provided throughout the whole span range. On a<br />
multi-lane bridge deck the loading over the third lane onwards was increased<br />
from 33% to 60% <strong>of</strong> the above design load in the first two lanes.<br />
In 1986 the European Commission decided to adopt a single regulation for<br />
maximum vehicle weights and dimensions throughout all the countries belonging<br />
to the European Economic Community. For the UK this meant an increase<br />
in the maximum axle weight from 10.5 to 11.5 tonnes, and in the maximum