| | Giulio Ventura
Associate Professor in Structural Mechanics Dept. of Structural and Geotechnical Engineering
MSc, Transport Engineering, University of Catania (1990) |
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| Computational mechanics, finite elements and fracture Giulio Ventura's research is focused on computational mechanics, particularly on finite elements and their application to nonlinear constitutive models, discontinuities and fracture. Topics of interest include modelling of reinforced concrete members by fracture mechanics, stone and masonry structures, development of new computational models and algorithms. Since 2000 he has been working with Prof. Ted Belytschko (Northwestern University, Evanston, IL, USA). This research activity started on Meshfree methods and then continued on the development of several aspects of the eXtended Finite Element Method (XFEM), such as Level Set representation of fractures and discontinuities. More recently the research activity has been focused on dislocations, with the aim of reducing the high computational cost required by classical literature approaches. Moreover, he works with Prof. Alberto Carpinteri on the development of the Bridged Crack Model for the analysis of concrete beams under bending and shear. The goal of the research project is to develop a unified model for the three main reinforced concrete beams collapse modes: steel yielding, shear and concrete crushing, able of predicting failure mode transitions as the scale, reinforcement, slenderness and material properties are varied. The collapse load and mode are determined through a few nondimensional parameters. The research framework is placed in the extension of the Bridged Crack Model (originally proposed by Carpinteri) to shear and concrete crushing as well as to the study of the relevant failure mode transitions. More recently, this semianalytical model is being paired with a new numerical approach based on the extended finite element method (XFEM) and including a more evolute criterion for the crushing failure named by Carpinteri Overlapping Crack Model, based on a fictitious cohesive crack in compression. This project is currently under development. The theoretical and numerical research on reinforced concrete beams has been supported by experimental tests, including steel fiber reinforced concrete. A second experimental program is being started to investigate the failure mode transitions with varying scale, reinforcement and slenderness. The experimental tests have been carried out with the support of Buzzi-Unicem. |
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| In the classroom Giulio Ventura is actually teaching at the first and second Faculty of Architecture. His classes are: Statics; |
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| Consulting Consulting experience include analysis of bridges and nonlinear analysis of general structures, dynamic analyses, design of structural monitoring equipment, seismic risk assessment, special steel and concrete structures. |
Selected publications BELYTSCHKO T., GRACIE R., VENTURA G. (2009). A review of extended/generalized finite element methods for material modeling. MODELLING AND SIMULATION IN MATERIALS SCIENCE AND ENGINEERING, vol. 17, ISSN: 0965-0393, doi: 10.1088/0965-0393/17/4/043001. CARPINTERI A., RUIZ CARMONA J., VENTURA G. (2007). Propagation of flexural and shear cracks through reinforced concrete beams by the bridged crack model. MAGAZINE OF CONCRETE RESEARCH, vol. 10, ISSN: 0024-9831. VENTURA G., GRACIE R., BELYTSCHKO T. (2007). A new fast finite element method for dislocations based on interior discontinuities. INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING, vol. 69; p. 423-441, ISSN: 0029-5981.
VENTURA G. (2006). On the elimination of quadrature subcells for discontinuous
for in the Extended Finite Element Method. INTERNATIONAL JOURNAL FOR
NUMERICAL METHODS IN ENGINEERING, vol. 66; p. 761-795, ISSN: 0029-5981.
VENTURA G., BUDYN E., BELYTSCHKO T. (2003). Vector Level Sets for Description of Propagating Cracks in Finite Elements. INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING, vol. 58; p. 1571-1592, ISSN: 0029-5981.
CUOMO M., VENTURA G. (2000). A complementary energy formulation of no
tension masonry-like solids. COMPUTER METHODS IN APPLIED MECHANICS AND
ENGINEERING, vol. 189; p. 313-339, ISSN: 0045-7825.
XFEM 2009 Conference - Plenary Lecture pdf
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