August 2004
Intermediate to advanced
480 pages
12h 35m
English
PART I: FOUNDATIONS AND ELEMENTARY APPLICATIONS
Chapter 1: Mathematical Preliminaries
1.1 Scalar, Vector, Matrix, and Tensor Definitions
1.3 Kronecker Delta and Alternating Symbol
1.4 Coordinate Transformations
1.6 Principal Values and Directions for Symmetric Second-Order Tensors
1.7 Vector, Matrix, and Tensor Algebra
1.8 Calculus of Cartesian Tensors
1.9 Orthogonal Curvilinear Coordinates
Chapter 2: Deformation: Displacements and Strains
2.2 Geometric Construction of Small Deformation Theory
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