Preface Part I. Preliminaries: 1. Fundamentals 2. Dipoles Part II. Full Space Problems: 3. Two-dimensional problems in full, homogeneous spaces 4. Three-dimensional problems in full, homogeneous spaces Part III. Half-Space Problems: 5. Two-dimensional problems in homogeneous half-spaces 6. Three-dimensional problems in homogeneous half-spaces Part IV. Plates and Strata: 7. Two-dimensional problems in homogeneous plates and strata Part V. Analytical and Numerical Methods: 8. Solutions to the Helmholtz and wave equations 9. Integral transform method 10. Stiffness (impedance) matrix method Part VI. Appendices: 11. Basic properties of mathematical functions 12. Brief table of integral transforms 13. MATLAB(R) program listings.
Preface Part I. Preliminaries: 1. Fundamentals 2. Dipoles Part II. Full Space Problems: 3. Two-dimensional problems in full, homogeneous spaces 4. Three-dimensional problems in full, homogeneous spaces Part III. Half-Space Problems: 5. Two-dimensional problems in homogeneous half-spaces 6. Three-dimensional problems in homogeneous half-spaces Part IV. Plates and Strata: 7. Two-dimensional problems in homogeneous plates and strata Part V. Analytical and Numerical Methods: 8. Solutions to the Helmholtz and wave equations 9. Integral transform method 10. Stiffness (impedance) matrix method Part VI. Appendices: 11. Basic properties of mathematical functions 12. Brief table of integral transforms 13. MATLAB(R) program listings.
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