Link to Current (updated) notes
Next:
Vector Products
Oct. 12 2005
:
Lecture 11:
Geometry and Calculus of Vectors
Reading:
Kreyszig Sections: §8.1 (pp:401-06) , §8.2 (pp:408-413) §8.3 (pp:414-21) §8.4 (pp:423-27)
Vector Products
Review: The Inner (dot) product of two vectors and relation to projection
Review: Vector (or cross-) products
Derivatives Vectors
Review: Partial and total derivatives
All vectors are not spatial
Index
©
W. Craig Carter 2003-, Massachusetts Institute of Technology