In the present study, a pushover procedure for 3D frame structures is proposed. A new way to define a set of horizontal force and torque distributions to apply at the floor levels is proposed here. For predicting the behaviour of irregular structures in the worst configurations, more than one pushover analyses must be performed. The proposed method is validated by a consistent comparison of results from static and dynamic analyses in terms of different response parameters, such as displacements, rotations, floor shears and floor torques. Starting from the linear analysis, the pro-cedure is subsequently extended to nonlinear cases. The results confirm the effec-tiveness of the proposed procedure to predict the structural behaviour in the most dangerous configurations.
3D Pushover Methods for Irregular RC Structures / Ferracuti B.; Savoia M.; Pinho R.. - ELETTRONICO. - (2008), pp. 1-12. (Intervento presentato al convegno Fifth European Workshop on the seismic behavior of Irregular and Complex Structures tenutosi a Catania - Italy nel 16-17 September 2008).
3D Pushover Methods for Irregular RC Structures
FERRACUTI, BARBARA;SAVOIA, MARCO;
2008
Abstract
In the present study, a pushover procedure for 3D frame structures is proposed. A new way to define a set of horizontal force and torque distributions to apply at the floor levels is proposed here. For predicting the behaviour of irregular structures in the worst configurations, more than one pushover analyses must be performed. The proposed method is validated by a consistent comparison of results from static and dynamic analyses in terms of different response parameters, such as displacements, rotations, floor shears and floor torques. Starting from the linear analysis, the pro-cedure is subsequently extended to nonlinear cases. The results confirm the effec-tiveness of the proposed procedure to predict the structural behaviour in the most dangerous configurations.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.