Module 2.8: Eulerian Strain Tensor
Advanced Topics in Solid Mechanics
Module 2.8: Eulerian Strain Tensor
1:00:48
Dot Product
Advanced Topics in Solid Mechanics
Dot Product
7:55
Module 2.2 Infinitesimal deformation: example 3.7.1
Advanced Topics in Solid Mechanics
Module 2.2 Infinitesimal deformation: example 3.7.1
32:20
Module 2.7 Right/Left Cauchy-Green deformation and Largrange strain tensors
Advanced Topics in Solid Mechanics
Module 2.7 Right/Left Cauchy-Green deformation and Largrange strain tensors
1:20:47
Module 2.6 Polar decomposition
Advanced Topics in Solid Mechanics
Module 2.6 Polar decomposition
1:08:13
Module 2.5 Deformation gradient
Advanced Topics in Solid Mechanics
Module 2.5 Deformation gradient
32:48
Switching between different Abaqus versions
Advanced Topics in Solid Mechanics
Switching between different Abaqus versions
3:51
Module 2.4 Compatibility equations for infinitesimal strain
Advanced Topics in Solid Mechanics
Module 2.4 Compatibility equations for infinitesimal strain
1:18:23
Module 2.3 Rate of change of a material element, conservation of mass
Advanced Topics in Solid Mechanics
Module 2.3 Rate of change of a material element, conservation of mass
57:39
Module 2.2 Infinitesimal deformation
Advanced Topics in Solid Mechanics
Module 2.2 Infinitesimal deformation
2:00:56
Module 2.1 Reference/Current configuration, Lagrangian/Eulerian views, Material derivative
Advanced Topics in Solid Mechanics
Module 2.1 Reference/Current configuration, Lagrangian/Eulerian views, Material derivative
1:25:27
Why do we need tensor algebra
Advanced Topics in Solid Mechanics
Why do we need tensor algebra
14:32
Module 1.4.4 Orthogonal Curvilinear Coordinate System
Advanced Topics in Solid Mechanics
Module 1.4.4 Orthogonal Curvilinear Coordinate System
1:30:56
Module 1.4.3 Spherical Coordinate System
Advanced Topics in Solid Mechanics
Module 1.4.3 Spherical Coordinate System
1:24:55
Module 1.4.2 Cylindrical Coordinate System
Advanced Topics in Solid Mechanics
Module 1.4.2 Cylindrical Coordinate System
58:55
Module 1.4.1 Polar Coordinate System
Advanced Topics in Solid Mechanics
Module 1.4.1 Polar Coordinate System
1:36:47
Module 1.3.1 Gradient, Divergence, Curl and Laplacian of a Scalar, Vector and Tensor
Advanced Topics in Solid Mechanics
Module 1.3.1 Gradient, Divergence, Curl and Laplacian of a Scalar, Vector and Tensor
56:04
Module 1.2.6 Principal Values and Principal Directions
Advanced Topics in Solid Mechanics
Module 1.2.6 Principal Values and Principal Directions
43:41
Module 1.2.5 Dual Vectors, Eigenvalues and Eigenvectors
Advanced Topics in Solid Mechanics
Module 1.2.5 Dual Vectors, Eigenvalues and Eigenvectors
1:03:08
Module 1.2.4 Transformation Rules (Higher-order Tensors)
Advanced Topics in Solid Mechanics
Module 1.2.4 Transformation Rules (Higher-order Tensors)
48:51
Module 1.2.3 Transformation Law
Advanced Topics in Solid Mechanics
Module 1.2.3 Transformation Law
54:33
Module 1.2.2 Operations on Tensors
Advanced Topics in Solid Mechanics
Module 1.2.2 Operations on Tensors
46:46
Module 1.2.1 What is a Tensor? Tensor Transformation
Advanced Topics in Solid Mechanics
Module 1.2.1 What is a Tensor? Tensor Transformation
41:01
Module 1.1.2 Indicial notation manipulation
Advanced Topics in Solid Mechanics
Module 1.1.2 Indicial notation manipulation
43:51
Module 1.1.1 Einstein's summation convention
Advanced Topics in Solid Mechanics
Module 1.1.1 Einstein's summation convention
1:05:03
Kirsch Solution
Advanced Topics in Solid Mechanics
Kirsch Solution
31:43
Continuum Mechanics-Introduction to Continuum Mechanics
Advanced Topics in Solid Mechanics
Continuum Mechanics-Introduction to Continuum Mechanics
14:52