The present study is part of an identifying programme for constitutive parameters in damaged materials, termed the "effective parameters". The programme starting point is that the experimental response depends not only on constitutive parameters, but also on structural mechanics and interaction with the test-machine. It is showed how the load-displacement diagram of compressed concrete cylinders is affected by crack propagation, through the resistant structure modification. Moreover, it is analytically demonstrated that the effective stress (sigma(eff))-effective strain (epsilon(eff)) curve exhibits a strictly positive derivative at the point corresponding to the average stress ((sigma) over bar)-average strain ((epsilon) over bar) curve peak. Finally, it is proposed a new identification procedure which provided satisfactory results, giving monotone strictly non-decreasing, size-effect insensitive and failure mechanism insensitive sigma(eff) - epsilon(eff) curves.
Ferretti, E., Di Leo, A., Viola, E. (2003). A novel approach for the identification of material elastic constants. SACHSENPLATZ 4-6, A-1201 VIENNA, AUSTRIA : SPRINGER-VERLAG WIEN [10.1007/978-3-7091-2536-6_9].
A novel approach for the identification of material elastic constants
Ferretti, E
Primo
Writing – Original Draft Preparation
;Di Leo, ASecondo
Supervision
;Viola, EUltimo
Membro del Collaboration Group
2003
Abstract
The present study is part of an identifying programme for constitutive parameters in damaged materials, termed the "effective parameters". The programme starting point is that the experimental response depends not only on constitutive parameters, but also on structural mechanics and interaction with the test-machine. It is showed how the load-displacement diagram of compressed concrete cylinders is affected by crack propagation, through the resistant structure modification. Moreover, it is analytically demonstrated that the effective stress (sigma(eff))-effective strain (epsilon(eff)) curve exhibits a strictly positive derivative at the point corresponding to the average stress ((sigma) over bar)-average strain ((epsilon) over bar) curve peak. Finally, it is proposed a new identification procedure which provided satisfactory results, giving monotone strictly non-decreasing, size-effect insensitive and failure mechanism insensitive sigma(eff) - epsilon(eff) curves.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.