PGSuper  3.1
Precast-prestressed Girder Bridges
Live Load Distribution Factors

LRFD 4.6.2.2 addresses the topic of distribution of live loads to beam-slab structures. This is certainly one of the most contentious and difficult to understand sections of the Specifications, and is an area where many agencies deviate and use their own modifications to the Specifications; WSDOT and TxDOT included.

WSDOT and TxDOT Modifications to Distribution Factors

The WSDOT and TxDOT modifications to the AASHTO LRFD for computing live load distribution factors are discussed in Live Load Distribution Factors (WSDOT) and Live Load Distribution Factors (TxDOT).

Interpretation Issues

In this section we discuss some interpretations of ambiguous parts of Section 4.6.2.2. It is our hope that future versions of the Specification will clarify these issues.

Lever Rule Inheritance

There are several equations for exterior beams or for shear, that refer to the equation for interior beams, or moment; which result in use of the lever rule for the case referred to. We interpret that if the beam referred to's distribution factor is computed using the lever rule, then compute the factor using the lever rule for the beam in question.

For example, the equation for the shear, multiple lane distribution factor equation for exterior type K beams is gexterior=eginterior; however if S>16.0, ginterior will be computed using the lever rule. For this case, PGSuper will compute gexterior using the lever rule for the exterior beam directly and ignore the e factor. Similar cases exist for shear equations that are dependent on results from moment equations.

Exterior Shear in Adjacent U Beams and Voided Slabs (type f, g)

This is similar to the lever rule inheritance case above. For beam types f and g, the distribution factor equations for shear in exterior beams is gexterior=eginterior. However, if I or J exceed the range of applicability, the moment equation will be used to compute ginterior. The question is whether to compute e based on the shear equation, or e based on exterior moment. Our interpretation is: if I or J is out of range, use the exterior moment equation directly to compute the exterior beam distribution factor for shear.