2014
DOI: 10.1007/s11803-014-0249-6
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Development of steel dampers for bridges to allow large displacement through a vertical free mechanism

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Cited by 15 publications
(7 citation statements)
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“…Andrawes and DesRoches (2007) revealed that metallic dampers were capable of dissipating significantly more energy than other devices. Vasseghi (2011) and Pan, Yan, Wang, Xu, and Xie (2014) proposed metallic yielding devices to improve the seismic performance and prevent the pounding between the superstructures and concrete shear keys under transverse seismic excitation. The energy dissipating shear keys transfer a fraction of the seismic load to the substructures and dissipate the seismic energy through inelastic deformations.…”
Section: Metallic Dampersmentioning
confidence: 99%
“…Andrawes and DesRoches (2007) revealed that metallic dampers were capable of dissipating significantly more energy than other devices. Vasseghi (2011) and Pan, Yan, Wang, Xu, and Xie (2014) proposed metallic yielding devices to improve the seismic performance and prevent the pounding between the superstructures and concrete shear keys under transverse seismic excitation. The energy dissipating shear keys transfer a fraction of the seismic load to the substructures and dissipate the seismic energy through inelastic deformations.…”
Section: Metallic Dampersmentioning
confidence: 99%
“…During the earthquake, the YSD starts to deform and dissipate seismic energy inelastically, thus protecting the tower columns and piers. Oh et al [42] and Domaneschi et al [7] performed the cyclic tests of the YSD, showing that it has stable hysteretic behavior, and the hysteretic curve is assumed as the bilinear response ( Figure 6), regardless of the specific form [19][20][21][24][25][26]30,32]. Therefore, the YSD is simulated by Plastic Wen units in SAP2000, which are bilinear constitutive models.…”
Section: Fe Modelling Of the Cable-stayed Bridgementioning
confidence: 99%
“…There are four parameters in damper design, namely the yielding strength F y , yielding displacement ∆ y , the ratio of post-yielding stiffness to pre-yielding stiffness and ultimate deformation ∆ u , while the ultimate strength F u is not an independent parameter. Normally, the ∆ y is set to 10 mm and the ratio of post-yielding stiffness to pre-yielding stiffness is set as 0.6% (less than 5% depending on the different shapes of products), which can provide good hysteretic performance according to related studies [19][20][21][24][25][26]30,32]. Therefore, F y is the key parameter which needs to be determined in this bilinear model.…”
Section: Fe Modelling Of the Cable-stayed Bridgementioning
confidence: 99%
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“…Compared with other dampers, steel dampers offer significant advantages in terms of durability and economic efficiency [7]. However, most of steel dampers, such as X-shaped ADAS, HADAS device [8][9], buckling restrained brace [10] and so on, were developed for building structures, which may not be able to satisfy the large deformation demands in bridge engineering [11].…”
Section: Introductionmentioning
confidence: 99%