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Full Description
Introduction to Mechanics of Solid Materials is concerned with the deformation, flow, and fracture of solid materials. This textbook offers a unified presentation of the major concepts in Solid Mechanics for junior/senior-level undergraduate students in the many branches of engineering - mechanical, materials, civil, and aeronautical engineering among others.
The book begins by covering the basics of kinematics and strain, and stress and equilibrium, followed by a coverage of the small deformation theories for different types of material response: (i) Elasticity; (ii) Plasticity and Creep; (iii) Fracture and Fatigue; and (iv) Viscoelasticity. The book has additional chapters covering the important material classes of: (v) Rubber Elasticity, and (vi) Continuous-fiber laminated composites. The text includes numerous examples to aid the student. A substantial companion volume with example problems is available free of charge on the book's companion website.
Contents
1: Kinematics and strain
2: Stress and equilibrium
3: Balance laws of forces and moments for small deformations
4: Stress and strain are symmetric second-order tensors
5: Isotropic linear elasticity
6: Elastic deformation of thick-walled cylinders
7: Stress concentration
8: Wave propagation in isotropic elastic bodies
9: Limits to elastic response
10: One-dimensional plasticity
11: Physical basis of metal plasticity
12: Three-dimensional rate-independent plasticity
13: Three-dimensional rate-dependent plasticity
14: Introduction to fracture mechanics
15: Linear elastic fracture mechanics
16: Energy-based approach to fracture
17: Fatigue
18: Linear viscoelasticity
19: Linear viscoelasticity under oscillatory strain and stress
20: Temperature dependence of linear viscoelastic response
21: Three-dimensional linear viscoelasticity
22: Rubber elasticity
23: Continuous-fiber polymer-matrix composites
Appendices
A: Thin-walled pressure vessels
B: Elastic bending of beams
C: Elastic buckling of columns
D: Torsion of circular elastic shafts
E: Castigliano's theorems
F: Elasticity in different coordinate systems
G: Hardness of a material
H: Stress intensity factors for some crack configurations
I: MATLAB codes
