1991
DOI: 10.1016/0045-7949(91)90134-8
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An appraisal of smeared crack models for masonry shear wall analysis

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Cited by 161 publications
(80 citation statements)
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“…1 a Infill walls collapse (Romão et al 2013), b soft-storey mechanism (Costa et al 2010) and c out-of-plane and in-plane damage mechanisms in exterior masonry walls (Romão et al 2013) panel nonlinear material properties. Lofti and Shing studied in 1991 the efficiency of homogenous smeared-crack models to capture the response of reinforced masonry wall, and they showed that the smeared-crack model can accurately capture the flexural failure of the reinforced masonry wall (Lofti and Shing 1991). Mehrabi and Shing (1997) proposed a simplified micro-modelling model that simulated the cracking, crushing and sliding of masonry panel for cyclic and monotonic response.…”
Section: Micro-modellingmentioning
confidence: 99%
“…1 a Infill walls collapse (Romão et al 2013), b soft-storey mechanism (Costa et al 2010) and c out-of-plane and in-plane damage mechanisms in exterior masonry walls (Romão et al 2013) panel nonlinear material properties. Lofti and Shing studied in 1991 the efficiency of homogenous smeared-crack models to capture the response of reinforced masonry wall, and they showed that the smeared-crack model can accurately capture the flexural failure of the reinforced masonry wall (Lofti and Shing 1991). Mehrabi and Shing (1997) proposed a simplified micro-modelling model that simulated the cracking, crushing and sliding of masonry panel for cyclic and monotonic response.…”
Section: Micro-modellingmentioning
confidence: 99%
“…The necessity of using both plasticity and damage mechanics was discussed, and the corresponding surfaces were developed via the internal dissipation inequality. Lotfi and Shing (1991) assessed the capability of smeared crack models in capturing the strength and various failure mechanisms of reinforced masonry shear walls. A smeared finite element formulation adopting the J 2 plasticity model for uncracked masonry and a nonlinear orthotropic constitutive model for crack masonry were developed.…”
Section: Candidate Models For Concrete Masonry and Interface Elementsmentioning
confidence: 99%
“…Seah [11] developed a two-dimensional FE model for analysis of infill-frames under in-plane loading. Lotfi and Shing [5,6], Mehrabi [12], and Stavridis and Shing [13] proposed and developed a masonry material model and an interface finite element. The existing models are applicable to either in-plane or out-ofplane loading, whereas in actual earthquakes they are applied at the same time.…”
Section: Introductionmentioning
confidence: 99%
“…Many researchers utilized the finite element technique to study the in-plane behavior of masonry infilled frame structures, such as Liauw and Kwan [4], Lotfi and Shing [5,6], Lourenco [7], Lourenco and Rots [8,9], Haris and Hortobágyi [10]. Seah [11] developed a two-dimensional FE model for analysis of infill-frames under in-plane loading.…”
Section: Introductionmentioning
confidence: 99%
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