2021
DOI: 10.1016/j.jcsr.2021.106543
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Design and analysis of a seismic resilient steel moment resisting frame equipped with damage-free self-centering column bases

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Cited by 90 publications
(61 citation statements)
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“…An overview of the investigated connection is reported in Fig. 2 and additional details are reported in [17]. The cyclic behaviour of FDs is characterized by a rigid-plastic hysteretic model, which depends on the clamping force and on the friction coefficient of the contact interfaces.…”
Section: Column Base Connection Designmentioning
confidence: 99%
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“…An overview of the investigated connection is reported in Fig. 2 and additional details are reported in [17]. The cyclic behaviour of FDs is characterized by a rigid-plastic hysteretic model, which depends on the clamping force and on the friction coefficient of the contact interfaces.…”
Section: Column Base Connection Designmentioning
confidence: 99%
“…Damping sources other than the hysteretic energy dissipation are modelled through the Rayleigh damping matrix where the values of the mass-related and stiffness-related damping coefficients are considered for a damping factor of 2% for the first two vibration modes. Additional details on the modelling approach are provided in Elettore et al [17].…”
Section: Frame Modellingmentioning
confidence: 99%
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“…The disk springs, arranged in parallel and series, act as a macro-spring system, ensuring sufficient deformability to the connection and an adaptable stiffness resistance combination. Considering this connection typology, Elettore et al [20] recently investigated, through numerical simulations, the seismic response of a 4-storey and 3-bay MRF, which uses conventional beam-tocolumn joints and the SC-CB connections developed by Latour et al [19]. The results show that the introduction of SC-CBs is an effective strategy to reduce the residual drifts of the whole frame and protect the first storey columns from yielding, with the additional benefit of limiting the number of self-centring devices.…”
Section: Introductionmentioning
confidence: 99%
“…The axial design load N Ed is derived from the amplified combination as required by Eurocode 8[1], (i.e., N Ed = N Ed,G + 1.1 ov N Ed,E ) The design moment M Ed is calculated considering the amplified combination as required by Eurocode 8[1], (i.e., M Ed = M Ed,G + 1.1 ov M Ed,E ) while the design shear force is assumed equal to V Ed = M Ed /L 0 , where L 0 is the shear length. Two main requirements must be satisfied during the design[20]: 1) the maximum moment of the SC-CB, M 2 , is lower than the yielding moment of the column M pl,c ; 2) the self-centring behaviour of the connection is achieved if the decompression moment M D , is higher than the moment contribution of the FDs, M FD .The friction pads are chosen according to the results of previous tests carried out by Cavallaro et al[28] and consist of 8 mm of thermally sprayed friction metal steel shims with friction coefficient equal to μ = 0.53. The bolts for the FDs of web and flanges are HV M30 10.9 class; the PT bars are high-strength M36 with a maximum post-tensioning capacity of 514 kN, while the resistance and the stiffness (K ds1 ) of each disk spring are 200 kN and 100 kN/mm, respectively.…”
mentioning
confidence: 99%