The dynamics of a medieval tower, inside the Basilica of San Benedetto in Ferrara (Italy), subjected to transversal dynamic loadings has been analyzed by using a distinct element code which implements the Non-Smooth Contact dynamics method. Since the contact between blocks is governed by the Signorini’s impenetrability condition and the dry-friction Coulomb’s law, the tower exhibits discontinuous dynamics. The sliding motions of blocks are non-smooth functions of time. Numerical simulations are performed with the aim of investigating the influence of the friction coefficient but also of the amplitude and frequency of the excitation at the base.

The non-smooth contact dynamics method for the analysis of an ancient masonry tower / Clementi, Francesco; Milani, Gabriele; Gazzani, Valentina; Poiani, Marina; Cocchi, Giammichele; Lenci, Stefano. - STAMPA. - 2040:(2018), p. 090004. (Intervento presentato al convegno INTERNATIONAL CONFERENCE OF COMPUTATIONAL METHODS IN SCIENCES AND ENGINEERING 2018 (ICCMSE 2018) tenutosi a Thessaloniki, Greece nel 14–18 March 2018) [10.1063/1.5079150].

The non-smooth contact dynamics method for the analysis of an ancient masonry tower

Clementi, Francesco
;
Gazzani, Valentina;Poiani, Marina;Cocchi, Giammichele;Lenci, Stefano
2018-01-01

Abstract

The dynamics of a medieval tower, inside the Basilica of San Benedetto in Ferrara (Italy), subjected to transversal dynamic loadings has been analyzed by using a distinct element code which implements the Non-Smooth Contact dynamics method. Since the contact between blocks is governed by the Signorini’s impenetrability condition and the dry-friction Coulomb’s law, the tower exhibits discontinuous dynamics. The sliding motions of blocks are non-smooth functions of time. Numerical simulations are performed with the aim of investigating the influence of the friction coefficient but also of the amplitude and frequency of the excitation at the base.
2018
API Conference Proceedings
978-0-7354-1766-3
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11566/262449
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