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by L. Brillouin
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ISBN: 0486495566 Dover Publications Price: $50.00 |
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Classic treatment of wave propagation covers a broad variety of problems with a common mathematical background, from solid state physics to propagation along electric lines, X-rays, rest rays, certain optical reflections, electrical engineering, and wave mechanics of the spinning electron. "Delightfully written." — Max Born. 131 illustrations. 1946 edition.
Table of Contents for Wave Propagation in Periodic Structures
| Preface | |||||||
| 1. Elastic Waves in a One-dimensional Lattice of Point Masses: Early Work and Introduction | |||||||
| 2. Propagation of Waves Along One-dimensional Lattices. General Results and Qualitative Discussion | |||||||
| 3. Mathematical Treatment of a One-dimensional Lattice of Identical Particles | |||||||
| 4. Mathematical Treatment of More Complicated One-dimensional Lattices | |||||||
| 5. Energy Velocity, Energy Flow, and Characteristic Impedance | |||||||
| 6. Two-dimensional Lattices | |||||||
| 7. Three-dimensional Lattices | |||||||
| 8. Mathieu's Equation and Related Problems | |||||||
| 9. Matrices and the Propagation of Waves Along an Electric Line | |||||||
| 10. Continuous Electric Lines | |||||||
| Appendix. Index |