CFD analysis of the aerodynamic response of a twin-box deck considering different gap widths

Rubén Sánchez, Félix Nieto, Kenny C. S. Kwok, Santiago Hernández

    Research output: Chapter in Book / Conference PaperConference Paper

    Abstract

    ![CDATA[Twin-box bridge decks offer a very good aeroelastic response in terms of flutter stability. Because of this, they are being adopted in some of the most challenging long span bridges recently built such as the Stonecutters or the Xihoumen Bridges. On the other hand, this configuration is particularly prone to vortex induced vibration, since vortices shed from the windward box can impinge on the leeward box causing important oscillations when exciting any of the natural frequencies of the structure. The aim of this work is to study the ability of 2D URANS models to correctly reproduce the effect of the gap- width in the force coefficients and the vortex shedding of the static twin-box decks. The numerical results are compared with the experimental data obtained by means of wind tunnel tests of a sectional model considering arrangements with different gap-widths. It has been found that the simulations can reproduce with good accuracy the experimental force coefficients for five different gap widths in the range of angels of attack (-10°, +10°). In the same manner, the Strouhal number agrees well with the experimental data reported in the literature. Finally, the distributions of the mean pressure coefficients around deck configurations, based on the gap width, are also reported.]]
    Original languageEnglish
    Title of host publicationProceedings of the 2015 Congress on Numerical Methods in Engineering (CMN 2015), Lisbon, Portugal, 29 June to 2 July 2015
    PublisherAPMTAC
    Number of pages14
    Publication statusPublished - 2015
    EventCongress on Numerical Methods in Engineering -
    Duration: 29 Jun 2015 → …

    Conference

    ConferenceCongress on Numerical Methods in Engineering
    Period29/06/15 → …

    Keywords

    • aerodynamics
    • bridges
    • computational fluid dynamics
    • bridge decks

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