Evolution Equations for Deformable Solids

Related lectures (27)

Page 2 of 3

Delves into self-similar phenomena in fluid dynamics and elasticity, covering Stokes' equation, nonlinear elasticity, and viscoelastic flow.

Explores the implementation and analysis of elastic energy in hyperelastic materials, including strain and stress tensors.

Introduces the study of geomechanics, covering the behavior of soils, rocks, and concrete in civil engineering applications.

Discusses Newton's third law, stress tensor symmetry, and the governing equations in continuum mechanics.

Covers the deformation of plates in pure bending, total strain energy, and applications like wrinkling.

Explores the theory of elasticity, including Hooke's law, strain tensors, stress tensor, and thermodynamics of deformation.

Covers the computation of elastic energy in solid mechanics and equilibrium steps using conjugate gradients.

Explores stress-strain relationships, equilibrium of forces, and material properties in mechanics.

Discusses tensor transformations and diagonalization of symmetric tensors, focusing on stress analysis and the significance of principal stresses.

Explores the stress tensor definition, Cauchy theorem, and stress forces properties.