F
Francesco Fabbrocino
Researcher at University of Naples Federico II
Publications - 104
Citations - 2401
Francesco Fabbrocino is an academic researcher from University of Naples Federico II. The author has contributed to research in topics: Masonry & Engineering. The author has an hindex of 24, co-authored 92 publications receiving 1639 citations.
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Journal ArticleDOI
Experimental analysis on tensile and bond properties of PBO and aramid fabric reinforced cementitious matrix for strengthening masonry structures
Carmelo Caggegi,Francesca Giulia Carozzi,Stefano De Santis,Francesco Fabbrocino,Francesco Focacci,Łukasz Hojdys,Emma Lanoye,Luigia Zuccarino +7 more
TL;DR: In this paper, the use of Fabric Reinforced Cementitious Matrix (FRCM) composites appears as a compatible and effective technique to strengthen masonry structures using direct tensile tests and single lap shear tests.
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On the reinforcement of cement mortars through 3D printed polymeric and metallic fibers
Ilenia Farina,Francesco Fabbrocino,Gerardo Carpentieri,Gerardo Carpentieri,Mariano Modano,Ada Amendola,Russell Goodall,Luciano Feo,Fernando Fraternali +8 more
TL;DR: In this article, three-point bending tests and optical microscope analyses are performed on a cement mortar reinforced with 3D printed fibers made of polymeric and metallic materials, which exhibit different surface morphology and roughness.
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Investigation for surface finish improvement of FDM parts by vapor smoothing process
TL;DR: In this article, an effort has been made to improve the surface finish of FDM based benchmarks through chemical (acetone) exposure by using vapor smoothing station (VSS).
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Evaluation of different approaches for the estimation of the seismic vulnerability of masonry towers
Abstract: A series of simplified approaches are evaluated for their effectiveness to estimate the seismic vulnerability of historical masonry towers. First, collapse loads are evaluated on sixteen “idealized” benchmark cases with different slenderness and shear area. Both analytical and computational approaches are used, namely the analytical procedure proposed by the Italian Guidelines on the Built Heritage and pushover analyses conducted using the commercial codes UDEC and 3Muri. The sixteen towers are representative cases which can be encountered in practice. Their geometry is idealized into parallelepiped blocks with hollow square cross-sections, thus favoring the utilization of 2D approaches, beneficial to drastically reduce the effort required for repeated computations. In addition, a Monte Carlo MC upper bound limit analysis strategy is proposed, in order to have an insight into the possible failure mechanisms for the different cases investigated. Deliberately is avoided the introduction of any form of irregularity and they are supposed isolated from the neighboring buildings, to obtain results exclusively dependent from geometric features. Among all the possible collapse mechanisms, five of them are selected according to the probability of occurrence based on past earthquake experiences. Five million cloud points of collapse accelerations are obtained by carrying the height, slenderness and shear area of the idealized towers. The approach is very fast and allows identifying different regions where single mechanisms are active. The results are confirmed repeating MC simulations with a triangular FE upper bound limit analysis discretization of the idealized towers. A series of equations are provided in order to assist engineers and practitioners to obtain a preliminary estimation of their expected collapse acceleration. For validation purposes, the results obtained previously with refined full 3D FE models of 25 towers located in the Northern Italy are reported. Satisfactory agreement between the predictions provided by simplified methods and sophisticated analyses are obtained.
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Closed-form solutions in stress-driven two-phase integral elasticity for bending of functionally graded nano-beams
TL;DR: In this paper, an innovative stress-driven two-phases constitutive mixture defined by a convex combination of local and non-local phases is presented for the analysis of the structural behavior of fuctionally graded nano-beams.