Mechanical behaviour of a stone masonry bridge assessed using an implicit discrete element method

• Published in: Engineering structures 2013-03, Vol.48, p.739-749
• Main Authors: Rafiee, A., Vinches, M.
• Format: Article
• Language: English
• Subjects: Applied sciences; Bridges; Bridges (structures); Buildings. Public works; Contact; Deformable discrete elements; Discrete element method; Discrete elements; Dynamic tests; Engineering Sciences; Exact sciences and technology; Masonry; Masonry bridges; Massonry structures; Mathematical models; Non-Smooth Contact Dynamics method; Roman; Stone; Stone arch stability; Stone bridge stability; Stresses. Safety; Structural analysis. Stresses
• ISSN: 0141-0296; 1873-7323
• DOI: 10.1016/j.engstruct.2012.11.035

► We model a masonry stone arch composed of three-dimensional blocks. ► We use the Non-Smooth Contact Dynamics method framework. ► We examine the mechanical behaviour of this academic model. ► We model a geometrically complex stone bridge on the basis of in situ measurements. ► We analyze the mechanical behaviour of this bridge under diverse loading conditions. The aim of this study is to investigate the effect of different types of static loadings on the mechanical behaviour of a standard arch bridge and a masonry stone bridge in real scale. The mechanical analyses are performed using the Non-Smooth Contact Dynamic method (NSCD) known as an implicit discrete element method. After a brief description of the NSCD method, the stability state analysis is carried out over a classic stone arch in order to demonstrate the efficiency of this numerical method to reveal the diverse collapse mechanisms happening in the masonry structures under several static loading conditions. For the analysis of a real masonry structure, the roman stone bridge of the Pont Julien in Vaucluse (South of France) is studied, based on site measurements, under an academic loading, to show the capacity of the method to take into account heterogeneous loading patterns.