Hyperelasticity: Basic Theory and Applications

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Explores small strain theory, kinematics, and compatibility conditions in solid mechanics.

Covers the analysis of stresses and failures in laminated composites, including the computation of stresses at the ply level.

Explores the Von-Mises plasticity theory, discussing yield criteria and stress invariants.

Explores Boundary Value Problems in Elasticity, stress-strain relations, and the use of Green's function in solving elasticity problems.

Explains principal stresses, spectral decomposition, simple states of stress, and the importance of a symmetric stress tensor.

Covers shock waves, brittle material response, phase transformation, and Hugoniot relationships in materials under stress.

Covers the Classical Laminate Theory for analyzing stresses in composite laminates.

Explores kinematics of deformation, focusing on radial and linear expansion, torsion, and rotation by an angle.

Discusses stress concentrations, modulus mismatch, and eigenstrains in materials.

Explores macroscopic energy analysis of fracture, focusing on unstable crack growth and energy mechanics.