A Graphical Dynamic model is derived to describe the directional earthquake response of two-ways plan-asymmetric systems, which retains the insightful educational evidence of traditional graphical static methods and the accuracy of computational methods of analysis. The dynamic directional response is expressed in terms of modal rotational kinematics about modal centers of rotation, referred to as modal torsional pivots. Seismic forces and response decomposition are handled through geometric modal torsional trends and the earthquake incidence response envelopes are described through directional modal participation radii and graphic spectrum-based "8-shaped" directional influence circles. The graphic approach provides good predictions of the maximum response and of the critical angle computed through CQC3 and other directional analysis methods.
Graphical dynamic trends for earthquake incidence response of plan-asymmetric systems / Faggella, Marco; Gigliotti, R; Mezzacapo, G; Spacone, E.. - ELETTRONICO. - 2:(2015), pp. 3801-3808. (Intervento presentato al convegno 5th ECCOMAS Thematic Conference on Computational Methods in Structural Dynamics and Earthquake Engineering tenutosi a CentreHersonissos, Crete; Greece nel 25 May 2015 through 27 May 2015) [10.7712/120115.3658.1316].
Graphical dynamic trends for earthquake incidence response of plan-asymmetric systems
FAGGELLA, Marco;Gigliotti, R;
2015
Abstract
A Graphical Dynamic model is derived to describe the directional earthquake response of two-ways plan-asymmetric systems, which retains the insightful educational evidence of traditional graphical static methods and the accuracy of computational methods of analysis. The dynamic directional response is expressed in terms of modal rotational kinematics about modal centers of rotation, referred to as modal torsional pivots. Seismic forces and response decomposition are handled through geometric modal torsional trends and the earthquake incidence response envelopes are described through directional modal participation radii and graphic spectrum-based "8-shaped" directional influence circles. The graphic approach provides good predictions of the maximum response and of the critical angle computed through CQC3 and other directional analysis methods.File | Dimensione | Formato | |
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