PSI - Issue 84

Alessandro Lipari et al. / Procedia Structural Integrity 84 (2026) 615–622

622

framework of the recent Italian guidelines on existing highway bridges. In particular, the proposed approach is most useful for the verification at the so-called operational conditions, in which reduced partial safety factors are used. Extreme value theory is suitable to analyse variable actions, such as the traffic loading, and derive site-specific characteristic traffic loading values for structural verifications. It is recommended using the GEV distribution, which encompasses the traditionally used Gumbel distribution. A sample 50-m-long bridge is presented as a case study. The midspan bending moments are computed by applying traffic microsimulation based on traffic recorded on a motorway in Poland and are compared to the Eurocode Load Model 1, as well as to the additional models in the Italian guidelines. In spite of conservative assumptions made on the congestion occurrences, the case study shows that the use of site-specific traffic data leads to considerable reductions in load effects, while keeping the safety levels required. This approach may spare many existing bridges from unnecessary restrictions or interventions. Acknowledgements This study was carried out within the RETURN Extended Partnership funded by the European Union Next GenerationEU (National Recovery and Resilience Plan—NRRP, Mission 4, Component 2, Investment 1.3—D.D. 1243 2/8/2022, PE0000005). The author is also grateful to Dr Paolo Clemente for his valuable advice. References Bruls, A., Calgaro, J.-A., Mathieu, H., Prat, M., ENV 1991 - Part 3 : The main models of traffic loads on road bridges - Background studies. IABSE Colloquium, Delft, 1996. 215-228. Caprani, C. C., Enright, B., Carey, C., 2012. Lane changing control to reduce traffic load effect on long-span bridges, in: Bridge Maintenance, Safety, Management, Resilience and Sustainability, Biondini, F. & Frangopol, D. M. (Eds.). Taylor and Francis, London. Caprani, C. C., OBrien, E. J., McLachlan, G. J., 2008. Characteristic traffic load effects from a mixture of loading events on short to medium span bridges. Structural Safety 30, 394-404. Caspeele, R., Sykora, M., Allaix, D. L., Steenbergen, R., 2013. The Design Value Method and the Adjusted Partial Factor Approach for Existing Structures. Structural Engineering International 4, 386-393. Enright, B., OBrien, E. J., 2013. Monte Carlo simulation of extreme traffic loading on short and medium span bridges. Structure and Infrastructure Engineering: Maintenance, Management, Life-Cycle Design and Performance 9(12), 1-16. European Committee for Standardization, 2010. Eurocode 1: Actions on structures. Part 1-4: General actions - Wind actions. CEN, Brussels. European Committee for Standardization, 2015. Eurocode 1 -Actions on structures. Part 1-3: General actions - Snow loads. CEN, Brussels. European Committee for Standardization, 2023a. Eurocode 1 -Actions on structures. Part 2: Traffic loads on bridges and other civil engineering works. CEN, Brussels. European Committee for Standardization, 2023b. Eurocode: basis of structural and geotechnical design. CEN, Brussels. European Committee for Standardization, 2024. Eurocode 8 - Design of structures for earthquake. Part 1-1: General rules and seismic action. CEN, Brussels. Fédération internationale du béton, 2016. Partial factor methods for existing concrete structures. fib. Ghosn, M., Moses, F., Wang, J. 2003. Design of Highway Bridges for Extreme Events. National Cooperative Highway Research Program. Washington, D.C. Gino, D., Castaldo, P., Bertagnoli, G., Giordano, L., Mancini, G., 2020. Partial factor methods for existing structures according to fib Bulletin 80: Assessment of an existing prestressed concrete bridge. Structural Concrete 21, 15-31. Lipari, A., 2016. Highway Bridge Traffic Loading, in: Structural Bridge Engineering, Shahiron, S., Mohid Haziman, W. I., Norwatie, J., Noorwirdawati, A., Sharulniza, M. & Zainoriuan, M. J. (Eds.). Intech. Lipari, A., OBrien, E. J., Caprani, C. C., 2012. A comparative study of a bridge traffic load effect using micro-simulation and Eurocode load models, in: Bridge Maintenance, Safety, Management, Resilience and Sustainability, Biondini, F. & Frangopol, D. M. (Eds.). Taylor and Francis, London. Ministero delle Infrastrutture e dei Trasporti, 2018. Aggiornamento delle «Norme Tecniche per le Costruzioni». Gazzetta Ufficiale della Repubblica Italiana, Roma (in Italian). Ministero delle Infrastrutture e dei Trasporti, 2022. Linee guida per la classificazione e gestione del rischio, la valutazione della sicurezza ed il monitoraggio dei ponti esistenti. Gazzetta Ufficiale della Repubblica Italiana, Roma (in Italian). National Highways, 2022. CS 454 Assessment of highway bridges and structures. Highway Structures & Bridges. Highways England. OBrien, E. J., Lipari, A., Caprani, C. C., 2015. Micro-simulation of single-lane traffic to identify critical loading conditions for long-span bridges. Engineering Structures 94, 137-148. OBrien, E. J., Žnidaric, A., Brady, K., González, A., O'Connor, A., 2005. Procedures for the assessment of highway structures . Proceedings of the Institution of Civil Engineers 158, 17-25. Prat, M., 2001. Traffic load models for bridge design: recent developments and research. Progress in Structural Engineering and Materials 3, 326 334. Treiber, M., Hennecke, A., Helbing, D., 2000. Congested Traffic States in Empirical Observations and Microscopic Simulations. Physical Review E 62(2), 1805-1824.

Made with FlippingBook flipbook maker