A new class of compressible elastic solids, which includes the Blatz-Ko material as a special case, is proposed. A closed-form solution is constructed and studied for a bifurcation problem modeling void formation in this class of compressible elastic solids. The relation between the void-formation c
Void formation and growth for a class of compressible hyper-elastic sphere
โ Scribed by Xue-gang Yuan; Zheng-you Zhu; Chang-jun Cheng
- Book ID
- 107482144
- Publisher
- Chinese Electronic Periodical Services
- Year
- 2004
- Tongue
- English
- Weight
- 423 KB
- Volume
- 8
- Category
- Article
- ISSN
- 1007-6417
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๐ SIMILAR VOLUMES
In this paper, we carry out an explicit analysis of a bifurcation problem for a solid circular cylinder composed of a particular compressible nonlinearly elastic material. This problem is concerned with the bifurcation of a solid body into a configuration involving an internal cavity. A discussion o
A class of similarity solutions is obtained for radial motions of spherical and cylindrical bodies made of a certain type of compressible hyperelastic materials. The equations satisfied by the infinitesimal generators of the symmetry group of the unified governing first order field equations for sph