2016
DOI: 10.1007/978-3-319-25270-4
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Eurocode-Compliant Seismic Analysis and Design of R/C Buildings

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Cited by 14 publications
(9 citation statements)
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“…Upon convergence of the effective damping ratios (i.e., 3), the obtained pairs of ELPs are used to estimate the peak inter-storey drifts of the shearing frame in Figure 3(a) in conjunction with the input Eurocode 8 elastic response spectrum. This is pictorially shown in Figure 6 where the Eurocode 8 spectrum is plotted against the natural period for the three different values of damping ratio , j=1,2,3 found, in terms of spectral acceleration, , left vertical axis, and in terms of spectral displacement, , right vertical axis.…”
Section: Peak Inelastic Response Estimation Using the Elps And Assessmentioning
confidence: 99%
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“…Upon convergence of the effective damping ratios (i.e., 3), the obtained pairs of ELPs are used to estimate the peak inter-storey drifts of the shearing frame in Figure 3(a) in conjunction with the input Eurocode 8 elastic response spectrum. This is pictorially shown in Figure 6 where the Eurocode 8 spectrum is plotted against the natural period for the three different values of damping ratio , j=1,2,3 found, in terms of spectral acceleration, , left vertical axis, and in terms of spectral displacement, , right vertical axis.…”
Section: Peak Inelastic Response Estimation Using the Elps And Assessmentioning
confidence: 99%
“…UHS provide the peak seismic response of linear viscously damped single-degree-offreedom (SDOF) oscillators having a pre-specified probability to be exceeded in a given time period as a function of the natural period, T. They are developed for a nominal critical viscous damping ratio , usually taken equal to 5%, and are complemented by damping adjustment factors [2] which reduce linear spectral ordinates in case a higher damping level from the nominal one needs to be adopted. Still, the vast majority of (ordinary) structures are expected to yield under the design seismic action since seismic codes and National regulatory agencies allow for structures to resist severe earthquakes through ductile behavior to achieve costeffective design for reduced strength [3]. In this setting, the problem of estimating the peak inelastic response (i.e., seismic demand) for structures modelled as multi-degree-of-freedom (MDOF) systems subject to smooth linear response UHS arises naturally in code-compliant seismic structural design and assessment.…”
Section: Introductionmentioning
confidence: 99%
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“…To account for the effect of concrete cracking, the elastic flexural and shear stiffness properties of the RC members were taken, for the structural analysis, equal to one-half of the corresponding stiffness properties of the uncracked elements [23]. However, this rather simplified practice, adopted by EN1998-1 most probably based on designers' convenience criteria, disregards the varying level of cracking expected for different RC structural members during the earthquake-imposed cyclic inelastic deformation (e.g., columns carrying large axial forces are prone to lower cracking compared to members under almost pure flexure) [25]. Moreover, based on the XC3 exposure class (i.e., corrosion induced by carbonation under moderate humidity carbonation [22]), the nominal concrete cover was equal to 0.03 m for the slabs and 0.035 m for beams and columns.…”
Section: Design According To the Eurocodesmentioning
confidence: 99%
“…Ductility is a key-concept in the response of yielding structures subject to very strong earthquake ground motions. Ductility is qualitatively defined as the ability of a cross-section, a structural member, or a structure as a whole to exhibit significant inelastic deformations under cyclic/seismic external loads without losing a significant part of its original stiffness and strength after each loading cycle (Avramidis, Athanatopoulou, Morfidis, Sextos, & Giaralis, 2015). A structural system as a whole must resist the lateral loadings forming a sequence of plastic hinges, which dissipate the input energy via hysteretic behavior.…”
Section: Global Collapse Mechanims Of the Specimenmentioning
confidence: 99%