Introduction to Elasticity Theory (Revised Edition)

Author: Wu Jike, Wang Minzhong, Wang Wei
Publisher:
Publish Date: 2001-11-01
Features: The book is divided into eleven chapters, covering topics such as the fundamental formulation of linear elastic mechanics problems, variational principles in elasticity, Saint-Venant's problem, plane problems, spatial problems, and shell theory. It provides rigorous yet concise descriptions of the relevant mathematical and physical foundations. Each chapter concludes with exercises. The final chapter compiles analytical solutions to common elasticity problems. All equations in the book are discussed in orthogonal curvilinear coordinates. The use of exterior differentiation and dyadic tools makes the exposition concise and clear. An appendix at the end lists formulae in various common curvilinear coordinate systems for reference. This book can serve as a textbook for undergraduate students in elasticity courses, as well as for graduate-level foundational courses. It is also suitable for students and professionals in applied mathematics, civil engineering, mechanical engineering, aerospace, shipbuilding, and related fields.