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The Method of Moments in Electromagnetics

The Method of Moments in Electromagnetics

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Contentsvii8.5.2 Matrix-Vector Product 2238.5.3 Interpolation Algorithms 2278.5.4 Transfer Functions 2298.5.5 Radiation and Receive Functions 2308.5.6 Interpolation Steps <strong>in</strong> MLFMA 2308.5.7 Computational Complexity 2318.6 Notes on S<strong>of</strong>tware Implementation 2318.6.1 Initial Guess <strong>in</strong> Iterative Solution 2318.6.2 Memory Management 2328.6.3 Parallelization 2348.6.4 Vectorization 2348.7 Precondition<strong>in</strong>g 2358.7.1 Diagonal Preconditioner 2358.7.2 Block Diagonal Preconditioner 2368.7.3 Inverse LU Preconditioner 2368.7.4 Sparse Approximate Inverse 2378.8 Examples 2408.8.1 Bistatic RCS <strong>of</strong> a Sphere 2408.8.2 EMCC Benchmark Targets 2408.8.3 Summary <strong>of</strong> Examples 245References 252Chapter 9 Integration 2559.1 One-Dimensional Integration 2559.1.1 Centroidal Approximation 2559.1.2 Trapezoidal Rule 2569.1.3 Simpson’s Rule 2589.1.4 One-Dimensional Gaussian Quadrature 2599.2 Integration over Triangles 2609.2.1 Simplex Coord<strong>in</strong>ates 2609.2.2 Radiation Integrals with a Constant Source 2629.2.3 Radiation Integrals with a L<strong>in</strong>ear Source 2659.2.4 Gaussian Quadrature on Triangles 267References 269Index 271

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