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Wave Propagation in Periodic Structures by Brillouin L. is a nonfiction available to read on EtoBox.

What is Wave Propagation in Periodic Structures about?

Preface......Page 4 Contents......Page 6 1. Historical Background; Eighteenth Century......Page 10 2. Historical Background; Nineteenth Century. Cauchy, Baden-Powell, and Kelvin......Page 12 3. Later Work on Models Similar to That Treated in Sec. 2......Page 20 4. General Remarks......Page 26 5. A Lattice of Free Particles......Page 28 6. Longitudinal Vibration in a Row of Equidistant Coupled Oscillators......Page 30 7. Longitudinal Vibrations in a Row of Diatomic Molecules......Page 31 8. Equation of Motion of a One-dimensional Lattice of Identical Particles......Page 35 9. Rigorous Discussion for the Case of Interactions between Nearest Neighbors Only......Page 40 10. Discussion of the Distance of Interaction......Page 42 11. The Low-pass Electric Filter......Page 46 12. Analogies between Electrical and Mechanical Systems......Page 49 13. Equations of Motion for the One-dimensional NaCl Lattice......Page 53 14. Electrical Analogue of the One-dimensional Diatomic Lattice......Page 56 15. Discussion of the One-dimensional NaCl Lattice......Page 59 16. Transition from a Diatomic to a Monatomic Lattice......Page 66 17. The One-dimensional Lattice of Polyatomic Molecules......Page 74

Who reads Wave Propagation in Periodic Structures?

It is typically read by self-directed learners exploring a subject in depth.

Common subject areas: history, science, philosophy, social sciences.

Author
Brillouin L.
Publisher
Dover Publications, Inc.
Published
1953
Language
EN
ISBN
9781281797315
Category
nonfiction
Subjects
Mathematics, Science, Biology
Updated
2026-03-24

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