Certain results about state–space representation, minimality and controllability of a linear viscoelastic solid element of exponential type (VSET) are presented. In particular, we prove that VSET can be viewed as materials with finite memory. This is a first part of a plan which will be continued in a next paper, by studying free energies, stability and attractors in viscoelasticity of exponential type.
Viscoelastic solids of exponential type. I. Minimal representations and controllability of the state space
GIORGI, Claudio;NASO, MARIA GRAZIA
2004-01-01
Abstract
Certain results about state–space representation, minimality and controllability of a linear viscoelastic solid element of exponential type (VSET) are presented. In particular, we prove that VSET can be viewed as materials with finite memory. This is a first part of a plan which will be continued in a next paper, by studying free energies, stability and attractors in viscoelasticity of exponential type.File in questo prodotto:
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