Numerical Methods in Electromagnetism

1. Basic Principles of Electromagnetic Fields 2. Overview of Computational Methods in Electromagnetics 3. The Finite Difference Method 4. Variational and Galerkin Methods 5. Shape Functions 6. The Finite Element Method 7. Integral Equations 8. Open Boundary Problems 9. High- Frequency Problems with Finite Elements 10. Low-Frequency Applications 11. Solution of Equations A. Vector Operators B. Triangle Area in Terms of Vertex Coordinates C. Fourier Transform Mehtod D. Integrals of Area Coordinates E. Integrals of Voluume Coordinates F. Gauss-Legendre Quadrature Formulae, Abscissae and, Weight Coefficients G. Shape Functions for 1D Finite Elements H. Shape Functions for 2D Finite Elements I. Shape Functions for 3D Finite Elements References Index