Shakedown Analysis of Composite Steel-Concrete Frame Systems with Plastic and Brittle Elements Under Seismic Action

Author:

Alawdin Piotr1,Bulanov George2

Affiliation:

1. University of Zielona Gora , Zielona Góra , Poland

2. RUP “Instytut BelNIIS” , Minsk , Belarus

Abstract

Abstract In this paper the earthquake analysis of composite steel-concrete frames is performed by finding solution of the optimization problem of shakedown analysis, which takes into account the nonlinear properties of materials. The constructions are equipped with systems bearing structures of various elastic-plastic and brittle elements absorbing energy of seismic actions. A mathematical model of this problem is presented on the base of limit analysis theory with partial redistribution of self-stressed internal forces. It is assumed that the load varies randomly within the specified limits. These limits are determined by the possible direction and magnitude of seismic loads. The illustrative example of such analysis of system is introduced. Some attention has been paid to the practical application of the proposed mathematical model.

Publisher

Walter de Gruyter GmbH

Subject

General Medicine

Reference24 articles.

1. 1. Minasian A.V.: Bearing capacity reserves of seismic-protected systems in terms of energy viewpoint, in: Actual problems of research on the theory of structures: Proceedings of the International Conference, (Vol. 1), Moscow, TSNIISK of V.A. Kucherenko, 2009, 270-276.

2. 2. Eurocode 8: Design of structures for earthquake resistance. Part 1: General rules, seismic actions and rules for buildings, Brussels, European Committe for standardizations, 2004.

3. 3. Skalomenos K. A., Hatzigeorgiou G. D., Beskos D. E. 2014. Modeling level selection for seismic analysis of concrete-filled steel tube/moment-resisting frames by using fragility curves. Earthquake Engineering & Structural Dynamics. John Wiley & Sons, Ltd., 44(2): 199–220.

4. 4. Aliawdin, P.W. 2005. Limit Analysis of Structures Under Variable Loads. Minsk: Technoprint. (In Russian).

5. 5. Atkociunas, J. 2011. Optimal shakedown design of elastic-plastic structures. Vilnius: Technika.

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