In moment resisting frames beams and columns are designed for flexural, axial, and shear actions due to vertical and horizontal loads. Special proportioning and detailing requirements are applied in these elements for making them capable of resisting against severe earthquakes without significant loss of strength beyond the flexural elastic limit, and avoiding brittle failure (shear mechanisms). As known, the required flexural inelastic excursions (expressed by the local ductility demand) depend on the dissipative capacity of the structure. The flexural ductility significantly increases with the transverse reinforcement amount provided to confine section core and to prevent buckling of compressed longitudinal bars. In this paper detailing provisions adopted by some seismic codes are compared. At first, the codes provisions to be applied within critical regions of RC primary frames sections are discussed and compared as a function of the curvature ductility demand. Then, non-linear monotonic moment-curvature analyses are performed on fiber sections of columns and beams, and by taking into account the confinement effects on concrete core as well. The numerical investigations are carried out for comparing the available curvature ductility with the expected one applying the provisions mentioned by the seismic codes.

CRITICAL REGIONS OF RC PRIMARY ELEMENTS DETAILED IN ACCORDING TO PROVISIONS RULES FOR CURVATURE DUCILITY: COMPARISONS AND NUMERICAL ANALYSES / Braga, Franco; Gigliotti, Rosario; Michelangelo, Laterza; Michele, D’Amato; Laksiri Pradeep, Thanthirige. - ELETTRONICO. - (2013). (Intervento presentato al convegno ANIDIS - L'INGEGNERIA SISMICA IN ITALIA, ANIDIS 2013 - XV CONVEGNO tenutosi a Padova nel 30 giugno 2013 – 4 luglio 2013).

CRITICAL REGIONS OF RC PRIMARY ELEMENTS DETAILED IN ACCORDING TO PROVISIONS RULES FOR CURVATURE DUCILITY: COMPARISONS AND NUMERICAL ANALYSES

BRAGA, Franco;GIGLIOTTI, Rosario;
2013

Abstract

In moment resisting frames beams and columns are designed for flexural, axial, and shear actions due to vertical and horizontal loads. Special proportioning and detailing requirements are applied in these elements for making them capable of resisting against severe earthquakes without significant loss of strength beyond the flexural elastic limit, and avoiding brittle failure (shear mechanisms). As known, the required flexural inelastic excursions (expressed by the local ductility demand) depend on the dissipative capacity of the structure. The flexural ductility significantly increases with the transverse reinforcement amount provided to confine section core and to prevent buckling of compressed longitudinal bars. In this paper detailing provisions adopted by some seismic codes are compared. At first, the codes provisions to be applied within critical regions of RC primary frames sections are discussed and compared as a function of the curvature ductility demand. Then, non-linear monotonic moment-curvature analyses are performed on fiber sections of columns and beams, and by taking into account the confinement effects on concrete core as well. The numerical investigations are carried out for comparing the available curvature ductility with the expected one applying the provisions mentioned by the seismic codes.
2013
ANIDIS - L'INGEGNERIA SISMICA IN ITALIA, ANIDIS 2013 - XV CONVEGNO
critical regions; confinement of concrete; curvature ductility; moment-curvature analyses; transverse reinforcement ratio
04 Pubblicazione in atti di convegno::04b Atto di convegno in volume
CRITICAL REGIONS OF RC PRIMARY ELEMENTS DETAILED IN ACCORDING TO PROVISIONS RULES FOR CURVATURE DUCILITY: COMPARISONS AND NUMERICAL ANALYSES / Braga, Franco; Gigliotti, Rosario; Michelangelo, Laterza; Michele, D’Amato; Laksiri Pradeep, Thanthirige. - ELETTRONICO. - (2013). (Intervento presentato al convegno ANIDIS - L'INGEGNERIA SISMICA IN ITALIA, ANIDIS 2013 - XV CONVEGNO tenutosi a Padova nel 30 giugno 2013 – 4 luglio 2013).
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/768572
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