12.07.2015 Views

Report - PEER - University of California, Berkeley

Report - PEER - University of California, Berkeley

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assessed for damage and corresponding repair costs or repair times are estimated. Forexample, damage could be considered in piles, pile caps, columns, expansion joints,abutment wing walls, approach slab and embankment, and numerous other locations.The system level addresses the overall performance <strong>of</strong> the bridge as a whole in a postearthquakescenario. For a highway bridge, functionality is primarily measured interms <strong>of</strong> the traffic load carrying capacity, lane closures, allowed axle loads and speedlimits. The total cost in a post-earthquake scenario is the summation <strong>of</strong> thecomponent, or direct losses, and the loss <strong>of</strong> functionality, or indirect losses.3.1 Repair CostThe repair cost limit state presented in this paper addresses only damage to the bridgecolumn because <strong>of</strong> current limitations in available reconnaissance and research datafor other bridge components. The data used in our study was collated into the <strong>PEER</strong>Structural Performance Database (http://nisee.berkeley.edu/spd/). Consequently,bridge longitudinal drift ratio was selected as the EDP describing the column demand,while discrete damage observations (DMs) selected from the database includeconcrete cover spalling, longitudinal rebar buckling, and column failure. Columnfailure was defined as the first observation <strong>of</strong> reinforcing bar fracture. Therefore, theDM can be thought <strong>of</strong> as component damage with specific values ranging fromspalling to failure. Finally, reconnaissance data (Basöz 1997) was used to generate aloss model relating the damage to repair costs.3.2 Traffic FunctionThe traffic function limit state presented in this paper addresses the bridge system as awhole in order to generate information about loss <strong>of</strong> its functionality. Functionality isdefined in terms <strong>of</strong> the lateral and vertical load carrying capacity <strong>of</strong> the bridge. Thiscapacity was assessed analytically using pushover and pushunder analyses pre- andpost-earthquake because hardly any experimental data exists on the systemperformance <strong>of</strong> bridges. PSDMs for functionality use the residual load carryingcapacity (units <strong>of</strong> force) as the EDP. Reliability analyses were performed to appraisecapacity levels pre-earthquake. These are then compared to post-earthquake residualcapacities to generate a bridge level DM that describes the percentage loss <strong>of</strong> loadcarrying capacity. It then remains up to engineers to determine the form <strong>of</strong> the lossmodel that relates the losses in capacity to changes in traffic loading and speed. Asample loss model is presented in this paper to facilitate application <strong>of</strong> themethodology and further discussion as to a more practical mathematical form.3.3 CollapseCollapse <strong>of</strong> a modern bridge is an unacceptable performance goal in <strong>California</strong>.Therefore, it was necessary to define the collapse or collapse prevention limit state in56

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