- New operational notations for divergence and curl
- Detailed derivations of theorems and identities
- Coverage of new topics, such as surface vector analysis and dyadic analysis
- In–depth treatment of invariance theorem for general symbolic expressions
Preface to the First Edition.
Acknowledgments for the First Edition.
Vector and Dyadic Algebra.
Line Integrals, Surface Integrals, and Volume Integrals.
Vector Analysis in Space.
Vector Analysis on Surface.
Vector Analysis of Transport Theorems.
A Historical Study of Vector Analysis.
Appendix A: Transformation Between Unit Vectors.
Appendix B: Vector and Dyadic Identities.
Appendix C: Integral Theorems.
Appendix D: Relationships Between Integral Theorems.
Appendix E: Vector Analysis in the Special Theory of Relativity.
Appendix F: Comparison of the Nomenclatures and Notations of the Quantities Used in This Book and in the Book by Stratton.