Book contents
- Frontmatter
- Contents
- Preface
- Introduction
- Chapter 1 From Vector Calculus to Algebraic Topology
- Chapter 2 Quasistatic Electromagnetic Fields
- Chapter 3 Duality Theorems for Manifolds With Boundary
- Chapter 4 The Finite Element Method and Data Structures
- Chapter 5 Computing Eddy Currents on Thin Conductors with Scalar Potentials
- Chapter 6 An Algorithm to Make Cuts for Magnetic Scalar Potentials
- Chapter 7 A Paradigm Problem
- Mathematical Appendix: Manifolds, Differential Forms, Cohomology, Riemannian Structures
- Bibliography
- Summary of Notation
- Examples and Tables
- Index
Chapter 6 - An Algorithm to Make Cuts for Magnetic Scalar Potentials
Published online by Cambridge University Press: 06 July 2010
- Frontmatter
- Contents
- Preface
- Introduction
- Chapter 1 From Vector Calculus to Algebraic Topology
- Chapter 2 Quasistatic Electromagnetic Fields
- Chapter 3 Duality Theorems for Manifolds With Boundary
- Chapter 4 The Finite Element Method and Data Structures
- Chapter 5 Computing Eddy Currents on Thin Conductors with Scalar Potentials
- Chapter 6 An Algorithm to Make Cuts for Magnetic Scalar Potentials
- Chapter 7 A Paradigm Problem
- Mathematical Appendix: Manifolds, Differential Forms, Cohomology, Riemannian Structures
- Bibliography
- Summary of Notation
- Examples and Tables
- Index
Summary
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- Electromagnetic Theory and ComputationA Topological Approach, pp. 159 - 182Publisher: Cambridge University PressPrint publication year: 2004