Product ID: 99427

Supplementary Print

Undergraduate

A unit that involves applications of vector field identities. This module allows students to gain the ability to derive vector identities and vector field identities using the Levi-Civita tensor.**Table of Contents:1. INTRODUCTION2. THE KRONECKER-DELTA3. PERMUTATIONS4. THE LEVI-CIVITA TENSOR5. A USEFUL NOTATIONAL CONVENTION6. RELATION BETWEEN THE KRONECKER-DELTA AND THE LEVI-CIVITA TENSOR7. IDENTITIES IN VECTOR ALGEBRA8. IDENTITIES IN VECTOR FIELDS9. THE LEVI-CIVITA TENSOR IN FOUR DIMENSIONS10. MODEL EXAM11. ANSWERS AND SOLUTIONS TO EXERCISES12. ANSWERS TO MODEL EXAM**

©1979 by COMAP, Inc.

UMAP Module

28 pages

- Calculus

- Engineering & Construction ,
- Physical Sciences ,
- Electrical Engineering, Chemical Engineering

Course in vector analysis; ability to multiply matrices and manipulate determinants

You must have a **Full Membership** to download this resource.

If you're already a member, **login here**.

Browse More Resources

Search

COMAP develops curriculum resources, professional development programs, and contest opportunities that are multidisciplinary, academically rigorous, and fun for educators and students. COMAP's educational philosophy is centered around mathematical modeling: using mathematical tools to explore real-world problems.

Policies