It is already generally acceptable that a reinforced concrete building may securely resist the design earthquake if it may locally perform plastic deformations and avoid at the same time brittle failures. Main concern of the modern designer is metelastic behaviour, ductility, criteria of brittle fracture and design or redesign (strengthening) strategy. The above considerations are also valid for a new building that is designed in accordance with the current regulations for a reduced seismic action. This assumes elastoplastic response of the structure that remains unknown for the designer performing the a priori capacity design.
The first part covers the elastoplastic response of the single degree of freedom oscillator. The calculation of the maximum probable displacement of the oscillator is based either on the empirical method of the displacement coefficient or on the capacity spectrum method derived from the hysteretic damping of the system. The results are compared with those of the timehistory analysis of earthquake recordings of the last twenty years in Greece. For stiff, low strength structures, unfavorable soil conditions the results seem to be much higher than the theoretical values therefore improved solutions for practice are proposed. Application of pushover method in multi degree of freedom systems is analyzed followed by a presentation of evaluation strategies, design or redesign of the structure through the increase of stiffness, strength and ductility. Simple relations for the design of earthquake resistant walls are also proposed, suitable for preliminary studies.
The second part covers inelastic deformation and fracture mechanisms of concrete and the effect of confinement in the increase of ductility. The effect of brittle failure under compression and shear is examined as an result of concentration of inelastic deformations. Simple models for confinement, bending and shear are presented where various shear transfer mechanisms are analyzed. Examples for brittle failure of short columns are solved, plastic rotation is calculated and as a final point brittle failure of slabs under punching shear is modeled.
The third part covers examples of redesign and strengthening of buildings, designed using the pushover method and already constructed. Application of the new Greek regulations for interventions establishes the use of inelastic static analysis for such purposes.