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- Title
SOME UNIVERSAL SOLUTIONS FOR TOTALLY INEXTENSIBLE ISOTROPIC ELASTIC MATERIALS.
- Authors
PUCCI, EDVIGE; SACCOMANDI, GIUSEPPE
- Abstract
Two classes of elastic constrained materials are considered: the Bell materials where the constraint implies an inextensibility in the simple mean, and the Ericksen material where the constraint implies inextensibility in the quadratic mean. We classify, for both materials, all the universal solutions that fall into the family of the generalized plane deformations. One of these families, which is universal also for incompressible materials, allows us to generate a very interesting new universal relation.
- Subjects
DEFORMATIONS (Mechanics); CONFIGURATIONS (Geometry); MECHANICS (Physics); CAYLEY-Hamilton theorem; QUADRATIC equations; INTEGERS
- Publication
Quarterly Journal of Mechanics & Applied Mathematics, 1996, Vol 49, Issue 1, p147
- ISSN
0033-5614
- Publication type
Article
- DOI
10.1093/qjmam/49.1.147