15:01

Material Fracture (Ductile vs. Brittle Fracture)

27:30

Material Fracture (Theoretical Fracture Strength)

14:53

Linear Elastic Constitutive Behavior: Hooke's Law

11:08

Review of Strain: (Definition of Small Strain Tensor)

16:39

Review of Strain: Types of Deformation

00:06

Simulated Rockwell B Hardness Test for 1018 Steel

20:12

Variational Principles of Elasticity (Principle of Virtual Work)

25:30

Variational Methods (Parametric Representations)

28:10

Variational Methods (Finite Constraints - Geodesics Example)

26:48

Variational Methods (Finite and Differential Constraints)

12:36

Variational Methods (Isoperimetric Example)

23:29

Variational Methods (Ritz Method and Finite Element Analysis)

19:50

Variational Methods (Rayleigh-Ritz Method)

12:59

Variational Methods (Potential Energy of an Elastic Body)

11:02

Variational Methods (Principle of Stationary Total Potential Energy)

20:21

Variational Methods (Functionals with Multiple Independent Variables)

10:34

Variational Methods (Functionals with Multiple Dependent Variables)

23:00

Variational Methods (Functionals with Higher Order Derivatives)

08:41

Variational Methods (Natural Boundary Conditions)

19:43

Variational Methods (Delta Operator)

12:29

Variational Methods (First Integrals of the Euler-Lagrange Equation)

26:31

Variational Methods (Example - Surface of Revolution)

11:03

Variational Methods (Example - Shortest Path)

13:13

Variational Methods (Fundamental Lemma of Variational Calculus)

20:25

Variational Methods (Functionals and Extremization)

29:00

4-4: Dynamic FEA (Mode Superposition - Modal Analysis)

20:50

4-3: Dynamic FEA (Damping)

24:16

4-2: Dynamic FEA (Newmark-beta Implicit Integration)

19:59

4-1: Dynamic Finite Element Analysis (Natural Frequencies and Mode Shapes)

18:03

3-3: Nonlinear Finite Elements in 3-D (Updated Lagrangian Formulation)

21:53

3-2: Nonlinear Finite Elements in 3-D (Total Lagrangian Formulation)

18:46

3-1h: Nonlinear Finite Elements in 3-D (Continuum Stresses - Example)

13:42

3-1g: Nonlinear Finite Elements in 3-D (Continuum Stresses - Stress Measures)

21:40

3-1e: Nonlinear Finite Elements in 3-D (Continuum Kinematics - Rate of Deformation/Velocity Strain)

23:43

2-8c: Nonlinear Finite Elements in 1-D (Updated Lagrangian - Mesh Distortion)

23:24

2-8b: Nonlinear Finite Elements in 1-D (Updated Lagrangian - Weak Form and FE Discretization)

16:17

2-8a: Nonlinear Finite Elements in 1-D (Updated Lagrangian - Governing Equations)

10:04

5.1: Phase Diagrams (Phase Diagram Basics)

17:24

2-7: Nonlinear Finite Elements in 1-D (Solution Methods - Explicit Central Difference)

19:52

2-6: Nonlinear Finite Elements in 1-D (Element and Global Vectors and Matrices)

08:01

4.3: Diffusion (Influence of Temperature on Diffusion)

14:10

4-2e: Diffusion (Mathematics of Diffusion - Application of Fick's 2nd Law)

15:38

4 2d: Diffusion (Mathematics of Diffusion - Solution of Fick's 2nd Law)

27:52

2-5f: Nonlinear Finite Elements in 1-D (Total Lagrangian Formulation - FE Discretization)

17:20

2-5e: Nonlinear Finite Elements in 1-D (Total Lagrangian Formulation - Weak Form)

10:26

4.2c: Diffusion (Mathematics of Diffusion - Fick's 2nd Law)

18:09

4.2: Diffusion (Mathematics of Diffusion - Fick's 1st Law)

12:49

4.1: Diffusion (Diffusion Mechanisms)

17:06

3.3: Defects in Crystals: Planar Defects

11:49

2-5d: Nonlinear Finite Elements in 1-D (Total Lagrangian Formulation - Boundary & Initial Cond.)

18:36

2-5c: Nonlinear Finite Elements in 1-D (Total Lagrangian Formulation - Constitutive Law)

15:24

2-5b: Nonlinear Finite Elements in 1-D (Total Lagrangian Formulation - Conservation Equations)

14:33

2-5a: Nonlinear Finite Elements in 1-D (Total Lagrangian Formulation - Problem Setup)

10:26

2-4: Nonlinear Finite Elements in 1-D (Total Lagrangian vs. Updated Lagrangian)

15:28

3.2c: Defects in Crystals (Dislocations - Part III)

14:21

3.2b: Crystal Defects (Dislocations - Part II)

21:28

3.2a: Defects in Crystals (Dislocations - Part I)

18:09

2-3: Nonlinear Finite Elements in 1-D (Lagrangian vs. Eulerian Meshes)

11:49

3.1b: Crystal Defects (Point Defects - Part II)

19:37

2-2: Nonlinear Finite Elements in 1-D (Newton's Method for Systems of Equations)