Course Material
- week-1 Vector Analysis: Gradient
- week-2 Divergence and curl of point functions
- week-3 Expansion formulae
- week-4 Curvilinear coordinates, line, surface and volume integrals
- week-5 Gauss’s, Green’s and Stoke’s theorems
- week-6 Cartesian Tensors: Summation convention
- week-7 Proper and improper transformation
- week-8 Transformation equations
- week-9 Orthogonally conditions
- week-10 Kronecker tensor and Levi-civita tensor
- week-11 Tensors of different ranks
- week-12 Inner and outer products
- week-13 Contraction
- week-14 Quotient theorems
- week-15 Symmetric and anti symmetric tensors
- week-16 Application to Vector Analysis
- Chapters 16
- Department Physics
- Teacher
Muhammad Naeem