2017
DOI: 10.3389/fbuil.2017.00064
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The Influence of Overhead Cranes in the Seismic Performance of Industrial Buildings

Abstract: This paper investigates the influence of overhead cranes with a hanging mass under earthquake type loading, considering the Emilia 2012 seismic sequence. The structural layout of precast concrete industrial buildings typical of the Italian territory is considered. The equations of motion describing the behavior of the hoist load are derived, and a sensitivity analysis is carried out on simplified 3 degrees of freedom systems by solving the governing differential equations. The influence of various parameters o… Show more

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Cited by 8 publications
(5 citation statements)
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“…In the case of explicit modelling of the overhead crane, the crane payload (M E ) was set equal to 8 kN/g. The influence of the overhead crane modelling was assessed in two ways: in the first case, the crane was modelled only in terms of mass (M D in the case of model with distributed masses or as part of M C in the case of model with lumped mass in the diaphragm centroid); in the second case, the overhead crane was modelled with an elastic element with adequate stiffness connected to the runway beams, while the mass M E of the payload was connected to the middle of the overhead crane through an elastic spring with stiffness equal to M E ·g/R (Belleri et al, 2017b). R is the assumed length of the cable, equal to half the column height (i.e.…”
Section: D Simplified Modelsmentioning
confidence: 99%
“…In the case of explicit modelling of the overhead crane, the crane payload (M E ) was set equal to 8 kN/g. The influence of the overhead crane modelling was assessed in two ways: in the first case, the crane was modelled only in terms of mass (M D in the case of model with distributed masses or as part of M C in the case of model with lumped mass in the diaphragm centroid); in the second case, the overhead crane was modelled with an elastic element with adequate stiffness connected to the runway beams, while the mass M E of the payload was connected to the middle of the overhead crane through an elastic spring with stiffness equal to M E ·g/R (Belleri et al, 2017b). R is the assumed length of the cable, equal to half the column height (i.e.…”
Section: D Simplified Modelsmentioning
confidence: 99%
“…The plastic hinge at the base of the columns is modelled with a zero-length element considering the Modified Ibarra-Medina-Krawinkler Deterioration Model with peak-oriented hysteretic response [37]: effective yielding moment My equal to 1256 kNm, effective stiffness Ke equal to 4.37•10 4 kN/m and cyclic deterioration parameter equal to 2.734. The second model (model B) differs from model A only for the overhead crane mass mC with no account of the pay load [38], therefore m'C is equal to 1.329 kN/g. The third model (model C) is similar to model A, but the main beam-tocolumn connections are at their real position, i.e.…”
Section: Modeling and Analysismentioning
confidence: 99%
“…All studies agrees that deficiencies of connections represent the main cause of collapses, followed by inadequacy of column reinforcement and foundations. Recent studies show that also the vertical component of the ground motion (Bovo and Savoia, 2019), particularly in the free field, and masses of overhead cranes and hoist loads (Belleri et al, 2017), which may be often present in industrial buildings, could have played a role in the landscape of damages.…”
Section: Introductionmentioning
confidence: 99%