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- Title
Mathematical models of thin thermoviscoelastic plates.
- Authors
GIORGI, CLAUDIO; NASO, MARIA GRAZIA
- Abstract
In this paper we investigate mathematical models of a thin homogeneous thermoviscoelastic plate subject to thermal deformations. A non-Fourier constitutive law for the heat flux and some heat power constitutive equation with linear memory are considered here. The resulting models are derived in the framework of the well-established theory of heat flow with memory due to Gurtin and Pipkin and according to the standard approximation procedure for the Kirchhoff plate.
- Subjects
VISCOELASTICITY; VISCOELASTIC materials; ELASTIC plates &; shells; HEAT flux; MATHEMATICAL models; THERMAL properties; HEAT equation
- Publication
Quarterly Journal of Mechanics & Applied Mathematics, 2000, Vol 53, Issue 3, p363
- ISSN
0033-5614
- Publication type
Article
- DOI
10.1093/qjmam/53.3.363