The author presents a method to construct Saint-Venant’s solutions, minimum energy characterizations of these solutions, and a proof of Saint-Venant’s principle. He then discusses the deformation of nonhomogenous and isotropic cylinders as well as the problem of loaded anisotropic elastic cylinders. The book also deals with the deformation of cylinders within the linearized theory of homogeneous Cosserat elastic solids, the deformation of nonhomogeneous Cosserat cylinders, and the extension, bending, and torsion of porous elastic cylinders.
With numerous results not found in related texts, this book provides a unique, unified point of view in the theory of the deformation of elastic cylinders.
The author presents a method to construct Saint-Venant’s solutions, minimum energy characterizations of these solutions, and a proof of Saint-Venant’s principle. He then discusses the deformation of nonhomogenous and isotropic cylinders as well as the problem of loaded anisotropic elastic cylinders. The book also deals with the deformation of cylinders within the linearized theory of homogeneous Cosserat elastic solids, the deformation of nonhomogeneous Cosserat cylinders, and the extension, bending, and torsion of porous elastic cylinders.
With numerous results not found in related texts, this book provides a unique, unified point of view in the theory of the deformation of elastic cylinders.
Classical and Generalized Models of Elastic Rods
380
Classical and Generalized Models of Elastic Rods
380
Product Details
| ISBN-13: | 9781420086492 |
|---|---|
| Publisher: | Taylor & Francis |
| Publication date: | 11/14/2008 |
| Series: | Modern Mechanics and Mathematics |
| Pages: | 380 |
| Product dimensions: | 6.12(w) x 9.19(h) x (d) |