Inthispaper,acriticalreviewonmodelingofwindloadsonlong- span bridges is traced. Starting from the theoretical background associated to the classical thin airfoil model and from a generalized quasi-steady wind-loading de- scription, a unified consistent approach is proposed. The general frameworks of both frequency-domain and time-domain loading models are exploited, generalizing available approaches and eliminating commonly diffused inconsistencies, in order to preserve the main formal scheme of thin-airfoil-based classical results. The strong duality between time-domain and frequency-domain descriptions is clearly highlighted for both motion-related (aerolastic) and buffeting loads. Finally, in the same unified context, a brief overview of the main open topics and of possible effective strategies to account for some unconventional effects (e.g., related to flow three-dimensionality and nonlinear aerodynamics) is drawn.
Vairo, G. (2016). Modeling wind loads on long-span bridges. INTERNATIONAL JOURNAL OF BRIDGE ENGINEERING(Special Issue), 221-259.
Modeling wind loads on long-span bridges
Vairo, G
2016-01-01
Abstract
Inthispaper,acriticalreviewonmodelingofwindloadsonlong- span bridges is traced. Starting from the theoretical background associated to the classical thin airfoil model and from a generalized quasi-steady wind-loading de- scription, a unified consistent approach is proposed. The general frameworks of both frequency-domain and time-domain loading models are exploited, generalizing available approaches and eliminating commonly diffused inconsistencies, in order to preserve the main formal scheme of thin-airfoil-based classical results. The strong duality between time-domain and frequency-domain descriptions is clearly highlighted for both motion-related (aerolastic) and buffeting loads. Finally, in the same unified context, a brief overview of the main open topics and of possible effective strategies to account for some unconventional effects (e.g., related to flow three-dimensionality and nonlinear aerodynamics) is drawn.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.