目次

Preface. Chapter 1: Introduction. 1.1. Mathematical Modeling. 1.2. Overview of Numerical Methods in Electromagnetics. 1.3. General Framework of Finite Element Method. Chapter 2: Overview of MATLAB programming. Chapter 3: Mathematical Fundamentals in Finite Element Method. 3.1. Method of Weighted Residuals. 3.2. Weak Variational Formulation. 3.3. Boundary Conditions and Construction of Boundary Value Problems. Chapter 4: One Dimensional Finite Element Analysis. 4.1. Introduction. 4.2. Elemental Shape Functions. 4.3. Formation of Elemental Matrix System. 4.4. Formation of Global Matrix System. 4.5. Electrostatic Analysis with Applications. 4.6. Time-Harmonic Electromagnetic Analysis with Applications. 4.7. MATLAB Exercises. Chapter 5: Two Dimensional Finite Element Analysis. 5.1. Introduction. 5.2. Elemental Shape Functions. 5.3. Formation of Elemental Matrix System. 5.4. Formation of Global Matrix System. 5.5. Absorbing Boundary Conditions and Perfectly Matched Layers. 5.6. Electrostatic Analysis with Applications. 5.7. Time-Harmonic Electromagnetic Analysis with Applications. 5.8. MATLAB Exercises. Chapter 6: Three Dimensional Finite Element Analysis. 6.1. Introduction. 6.2. Scalar and Vector Elemental Shape Functions. 6.3. Formation of Elemental Matrix System. 6.4. Formation of Global Matrix System. 6.5. Perfectly Matched Layers. 6.6. Electrostatic Analysis with Applications. 6.7. Time-Harmonic Electromagnetic Analysis with Applications. 6.8. MATLAB Exercises. Chapter 7: Numerical Issues. 7.1. Mesh Generation. 7.2. Sparse Matrix Storage. 7.3. Solution of Matrix Systems. Chapter 8: Selected Bibliography on Finite Element Method in Electromagnetics. 8.1. Books. 8.2. Software. 8.3. Scientific Literature. Index.