Lectures related to Thermal Effects: Hyperstatic Systems

Covers 3D linear elasticity, stress, strain, beams' behavior under loads, and torsion.

Covers stress equilibrium, strain, and constitutive equations in 2D and 3D.

Covers stiffness, strength, strain, stress, and strain measurement in structural mechanics.

Explores axial loading, stress, strain, and equilibrium states in deformable bodies, emphasizing stability and equilibrium types.

Covers strain-displacement relations, simplifications, constitutive relations, equilibrium equations, and circular rings.

Explores real and nominal strain rates, stress, deformation, and force in materials testing.

Introduces internal stress and strain, material properties, and design considerations for axial loads and direct shear.

Covers deformation, strain, stress, and wrinkling in plates under pure bending, exploring applications and bending stiffness.

Explores stress, strain, equilibrium, and elasticity concepts, including Hooke's law and the Strain Tensor.

Covers the basics of structural mechanics, including static forces, stress, strain, and structural elements like bars, cables, trusses, and beams.

Explores stress, strain, elasticity, fracture, and equilibrium in structural mechanics.

Covers stress, strain, equilibrium, forces, deformation, constitutive law, and photoelasticity in structural mechanics.

Covers the equations of linear elasticity for static problems with small strain, emphasizing uniqueness of solutions and Navier's Equations.

Covers stress and strain beyond 1D, focusing on hyperstatic systems with pre-stressed elements and internal loads.

Explores snow mechanics and avalanche formation processes, including stress, strain, failure initiation, and crack propagation.

Explores stress and strain in continuous media, emphasizing the Cauchy stress tensor and boundary conditions.

Covers relative deformations, flexibility matrix, stress relations, and internal forces in structures.

Covers axial loading, stress, strain, and their implications in deformable bodies.

Explores material models for elastic objects, including inverse shape optimization and hyperelasticity.

Covers stress equilibrium, strain, and the generalization of stress to 3D, introducing Hooke's Law and analyzing structures with axial loads.