Lectures in Tensors
- Lecture 1: What Is A Tensor?
- Lecture 2: Tensors Represented In A Matrix
- Lecture 3: What Is A Dyad? A Graphical Representation
- Lecture 4: The Dyad: 3 Vectors Define "Stress" At The 3 Planes
- Lecture 5: Tensor For Crystal Structure: Orthorombic
- Lecture 6: Potential For Confusion
- Lecture 7: Tensors For Crystal Structures: Monoclinic
- Lecture 8: Tensors For Crystal Structures: Triclinic
- Lecture 9: Stress In Tensor In 2-Dimensions
- Lecture 10: Tensor Of Rank 3: The Triad
- Lecture 11: Tensor Of Rank 3: The Triad (A 2Nd Look)
- Lecture 12: Tensor Of Rank 3: The Triad (A 3Rd Look)
- Lecture 13: What Is The Inertia Tensor?
- Lecture 14: Angular Momentum & The Inertia Tensor: Diagonal Elements
- Lecture 15: The Off-Diagonal Elements (Of The Inertia Tensor)
- Lecture 16: The Complete Inertia Tensor
- Lecture 17: The Inertia Tensor: A Simple Example
- Lecture 18: The Inertia Tensor: A Less Simple Example
- Lecture 19: The Inertia Tensor: A 3-D Simple Example
- Lecture 20: What Is The Meaning Of The Off-Diagonal Elements?
- Lecture 21: A 2 Mass Example
- Lecture 22: The Inertia Tensor For A Mass Distribution: Diagonal
- Lecture 23: The Inertia Tensor For A Mass Distribution: Off-Diagonal