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Stabilité et dynamique d'un oscillateur endommageable
This paper deals with stability of a simple damage oscillator, loaded by a constant traction force. Understanding such an elementary model concerns the seismic behavior of concrete structures. The associated dynamic system is a complex hysteretic system: very few results are available in the literature. Using appropriate internal variables, the dynamic system can be written as a singular autonomous system. Liapounov stability of the numerous solutions is then studied. The differences with the “equivalent” non-linear elastic system are highlighted. The unloading part of the anelastic system has a stabilizing effect.
Stabilité et dynamique d'un oscillateur endommageable
This paper deals with stability of a simple damage oscillator, loaded by a constant traction force. Understanding such an elementary model concerns the seismic behavior of concrete structures. The associated dynamic system is a complex hysteretic system: very few results are available in the literature. Using appropriate internal variables, the dynamic system can be written as a singular autonomous system. Liapounov stability of the numerous solutions is then studied. The differences with the “equivalent” non-linear elastic system are highlighted. The unloading part of the anelastic system has a stabilizing effect.
Stabilité et dynamique d'un oscillateur endommageable
Challamel, Noël (author) / Pijaudier-Cabot, Gilles (author)
Revue Française de Génie Civil ; 8 ; 483-505
2004-05-01
23 pages
Article (Journal)
Electronic Resource
Unknown
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