
Luca Sgambi
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Papers by Luca Sgambi
To assess the efficiency of this new device, many experimental tests were performed. In particular, it was analyzed the behavior under cyclic loading of columns having different height connected to the foundation structure by these continuity devices and the behavior of a beam-column junction.
This paper presents the analysis for the investigations of the behavior of a precast column having section 0.5 x 0.5 meters and 5 meters high. Both experimental and numerical results are presented with particular attention to the definition of the numerical model.
In the case of a cable stayed bridge, made of a concrete deck, subjected to creep effects and suspended to a set of pretensioned cables, the role of uncertainties in the pretensioning forces, in the relative humidity and in the concrete strength do not influence the time dependent behavior sensibly. The standard deviation with respect to the mean tension in the cables is relatively small and, most of all, it progressively reduces. Hence the system seems to be self-stabilizing over time. On the contrary, in the case of a prestressed cantilever beam, the effects of uncertainties in the pretensioning forces and in the concrete strength cause a significant variance of the tip deflections. Both deflections and their variance increase over time and, speaking about bridges, they may strongly modify the vertical attitude of the structure. These effects are emphasized when the prestressing is applied a few days after curing. Such results outline the limits of the traditional deterministic analyses and suggest the need of further studies on this topic.
In this paper, a three-dimensional generalization of a membrane constitutive law [1] is used to model concrete cyclic behavior. The constitutive law is a rotating crack model, which considers concrete orthotropic behavior in each phase of loading (loading, unloading and reloading). The model is able to estimate, with good accuracy, the response of concrete under generic cyclic loads, accounting for opening and closing cracks. The material law has been implemented in a finite element program with an explicit formulation. Using the program, cyclic response of a structural wall is calculated and compared with the corresponding experimental results and a good agreement is achieved.
After a short recall, which would outline how a suitable stay pretensioning or a suitable cable post tensioning, may balance the deflections due to selfweight only under elastic hypotheses, the effects of creep on the tip vertical displacement and on the tension in stay are studied. The influence on such effects, due to different stay slopes, is discussed.
As well known, the data needed for these analyses involve many uncertain quantities. Thus, in a second part of the paper, through a probabilistic approach, the effects due to large variations of the tension in the cable are studied. On the basis of the achieved results, we can distinguish between two different kinds of structures: those which have a low sensitivity and those which are greatly affected both by creep effects and by uncertainties.
To assess the efficiency of this new device, many experimental tests were performed. In particular, it was analyzed the behavior under cyclic loading of columns having different height connected to the foundation structure by these continuity devices and the behavior of a beam-column junction.
This paper presents the analysis for the investigations of the behavior of a precast column having section 0.5 x 0.5 meters and 5 meters high. Both experimental and numerical results are presented with particular attention to the definition of the numerical model.
In the case of a cable stayed bridge, made of a concrete deck, subjected to creep effects and suspended to a set of pretensioned cables, the role of uncertainties in the pretensioning forces, in the relative humidity and in the concrete strength do not influence the time dependent behavior sensibly. The standard deviation with respect to the mean tension in the cables is relatively small and, most of all, it progressively reduces. Hence the system seems to be self-stabilizing over time. On the contrary, in the case of a prestressed cantilever beam, the effects of uncertainties in the pretensioning forces and in the concrete strength cause a significant variance of the tip deflections. Both deflections and their variance increase over time and, speaking about bridges, they may strongly modify the vertical attitude of the structure. These effects are emphasized when the prestressing is applied a few days after curing. Such results outline the limits of the traditional deterministic analyses and suggest the need of further studies on this topic.
In this paper, a three-dimensional generalization of a membrane constitutive law [1] is used to model concrete cyclic behavior. The constitutive law is a rotating crack model, which considers concrete orthotropic behavior in each phase of loading (loading, unloading and reloading). The model is able to estimate, with good accuracy, the response of concrete under generic cyclic loads, accounting for opening and closing cracks. The material law has been implemented in a finite element program with an explicit formulation. Using the program, cyclic response of a structural wall is calculated and compared with the corresponding experimental results and a good agreement is achieved.
After a short recall, which would outline how a suitable stay pretensioning or a suitable cable post tensioning, may balance the deflections due to selfweight only under elastic hypotheses, the effects of creep on the tip vertical displacement and on the tension in stay are studied. The influence on such effects, due to different stay slopes, is discussed.
As well known, the data needed for these analyses involve many uncertain quantities. Thus, in a second part of the paper, through a probabilistic approach, the effects due to large variations of the tension in the cable are studied. On the basis of the achieved results, we can distinguish between two different kinds of structures: those which have a low sensitivity and those which are greatly affected both by creep effects and by uncertainties.