2019
DOI: 10.1007/978-3-030-23748-6_7
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Nonlinear Modeling Approaches for Existing Reinforced Concrete Buildings: The Case Study of De Gasperi-Battaglia School Building in Norcia

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Cited by 11 publications
(4 citation statements)
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“…Concrete01 has compressive strength fc = 28 MPa, strain at maximum strength εc0 = 2.5‰ and ultimate strain εcu = 3.5‰. The fiber section model accounts for the N-M-M interaction [47,48] that becomes important when the columns are subjected to biaxial bending as in the case of the present study. As indicated in Figure 1, Str2 is identical to Str1, except for the center of mass (CM) that in Str2 has eccentricities equal to e x = 15% L and e y = 15% B in the X and Y directions, respectively.…”
Section: Structural Modelsmentioning
confidence: 99%
See 1 more Smart Citation
“…Concrete01 has compressive strength fc = 28 MPa, strain at maximum strength εc0 = 2.5‰ and ultimate strain εcu = 3.5‰. The fiber section model accounts for the N-M-M interaction [47,48] that becomes important when the columns are subjected to biaxial bending as in the case of the present study. As indicated in Figure 1, Str2 is identical to Str1, except for the center of mass (CM) that in Str2 has eccentricities equal to e x = 15% L and e y = 15% B in the X and Y directions, respectively.…”
Section: Structural Modelsmentioning
confidence: 99%
“…Concrete01 has compressive strength f c = 28 MPa, strain at maximum strength ε c0 = 2.5‰ and ultimate strain ε cu = 3.5‰. The fiber section model accounts for the N-M-M interaction [47,48] that becomes important when the columns are subjected to biaxial bending as in the case of the present study.…”
Section: Structural Modelsmentioning
confidence: 99%
“…The floor slabs are modeled as rigid diaphragms, by constraining the nodes belonging to the same floor to have the same displacement. As highlighted e.g., in references [27], [52], the interaction between beam elements modeled with fiber sections and the rigid diaphragm may distort the response of the structure, overestimating the moment resistance of the beams. Under the effect of the seismic action, concrete elements tend to crack and because of that, the neutral axis of the RC cross-section undergoes a shift.…”
Section: Periodmentioning
confidence: 99%
“…To the Authors' knowledge, a comparative evaluation of concentrated plasticity models for non-linear dynamic analyses of RC structures has not been conducted yet, and the choice is ultimately left to the structural engineer. However, not negligible differences exist among the various formulations, which can lead to inconsistent approaches and possibly conflicting results, see e.g., references [26], [27].…”
Section: Introductionmentioning
confidence: 99%