FEM analysis of masonry-FRP interface
Abstract
The use of numerical methods for the analysis of masonry structures has been extremely limited due to the large number of influence factors. Due to the high complexity of masonry behaviour, the approach towards the numerical simulation of its structural behaviour has led researchers to develop several constitutive models characterized by different levels of complexity.
In order to solve a given structural problem, several idealizations of material behaviour can be established, each of them being necessarily associated with different degrees of complexity. When dealing with masonry structures, the most common idealizations of material behaviour are elastic behaviour, plastic behaviour and non- linear behaviour.
The aim of this paper is formulation of a numerical simulation hypothesis to study the effect of interface model between Fibre Reinforced Polymer (FRP) and masonry. The hypothesis consists in assigning different stiffness values for the mortar joints. These values simulate the degradations which occur in mortar joints.
These lead in obtaining a real structural behaviour. The non linear analysis with finite element method will be used in micro-modelling of a strengthened masonry beam with GFRP at the intrados subjected to vertical load acting in the middle span.
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Giordano, A., Mele, E., De Luca., A., Modelling of historical masonry structures: comparison of different approaches trough a case study, Engineering Structures 24 (2002) 1057-1069.
Oliveira, D., V., Experimental and numerical analysis of blocky masonry structures under cyclic loading, PhD Thesis, Escola de Engenharia, Universidade do Minho (2003)
Macchi, G., General methodology. The combined use of experimental and numerical techniques inside a single study. P. Roca et al. (eds): Structural Analysis of Historical Constructions.
CIMNE, Barcelona, pp. 10-23.
Heyman J., The stone skeleton. International Journal Solids Structures, 2e 1966, pp 49-279, Pergamon Press Ltd, London, Great Britain
Save M., La théorie des charges limites et son application aux maçonneries. Restauration des Ouvrages et des Structures, 1983, pp 249-279, Presses de l'Ecole Nationale des Ponts et
Chaussées, Paris, France
Van Parys, L., Lamblin, D., Descamps, T., Limit analysis of masonry arches compared with numerical and experimental approaches, Faculté Polytechnique de Mons - Service de Génie Civil & Mécanique des Structures, Belgique
Heyman, J., Mechanical behaviour of arches and vaults. P. Roca et al. (eds): Structural Analysis of Historical Constructions II. CIMNE, Barcelona, pp. 1-6., 1998
Melbourne, C.; Gilbert, M., Modelling masonry arch bridges. J.W. Bull (eds): Computational Modelling of Masonry, Brickwork and Blockwork Structures. Saxe-Coburg Publications, UK. 2001
Lemaitre J.; Caboche, J.L., Mécanique des materiaux solides. Dunod, Paris, 1985
Dhanasekar, M.; Page, A.W.; Kleeman, P.W., The failure of brick masonry under biaxial stresses. Proc. Instn. Civ. Engrs., Part 2, 79, pp. 295-313. 1985
LOFTI, H.R.; SHING, P.B., 1994. Interface model applied to fracture of masonry structures. J. Struct. Eng., ASCE, 120(1), pp. 63-80.
Lourenço, P.B.; Rots J.G., 1997. A multi-surface interface model for the analysis of masonry structures. J. Eng. Mech., ASCE, 123(7), pp. 660-668.
Lourenço, P.B., 1998. Experimental and numerical issues in the modelling of the mechanical behavior of masonry. P. Roca et al. (eds): Structural Analysis of Historical Constructions II.
CIMNE, Barcelona, pp. 57-91.
Pegon, P.; Pinto, A.V., 1996. Seismic study of monumental structures - structural analysis, modelling and definition of experimental model. Report EUR 16387 EN, JRC, Ispra, Italy.
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