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专业: 凝聚态物性 II ：电子结构

[交流] 波恩，黄昆《晶格动力学理论》(英文版)已有6人参与

Max Born, Kun Huang (波恩，黄昆)
“Dynamical Theory of_Crystal Lattices”
《晶格动力学理论》

很显然，这本书是晶格动力学研究者的圣经和福音书！
至今，也许永远也不会被超越！

不过，之前在小木虫一直没找到这本书，因此在得到
后的第一时间，决定上传，方便后来者阅读和膜拜！

(附件中只给出了本书的目录，全书pdf请在下面的链接中下载！)

下载地址: http://ddl.escience.cn/f/DiQ0
http://ddl.escience.cn/f/DiQ0
提取码: wuvuyy

目录：

PART I: ELEMENTARY THEORIES

I. ATOMIC FORCES
1. Theoretical Considerations
2. Ionic Radii
3. Heuristic Expressions for Lattice Energies

Il. LATTICE VIBRATIONS
4. Simple Approximate Treatment of Thermodynamical Behavior
5. Vibrations of a Diatomic Chain
6. Frequency Spectrum of Lattice Vibrations and Specific Heats
7. Long Lattice Vibrations in the Optical Branches
8. Infrared Dispersion and the Retardation Effect on Lattice Vibrations
9. Atomic Theory of Long Optical Vibrations and Infrared Dispersion
10. Experimental Aspect of Infrared Dispersion by Ionic Crystals

III. ELASTICITY AND STABILITY
11. Homogeneous Deformation and the Elastic Constants
12. Mechanical Stability of Simple Lattices
13. Relative Stability and Polymorphism

PART II: GENERAL THEORIES

IV. QUANTUM MECHANICAL FOUNDATION
14. Quantum Mechanics of Molecular Systems
15. Normal Coordinate
16. Statistical Mechanics of Systems of Oscillators
17. Statistical Mechanics of a Molecular System under External Force
18. Static Polarizability and Polarizability in Variable Fields
19. The Rayleigh and Raman Scattering of Light
20. Placzek's Approximation
21. Expansion of the Optical Parameters and the Classification of Optical Effects

V. THE METHOD OF LONG WAVES
22. The Geometry of Perfect Lattices
23. The Infinite Lattice Model and General Invariance Relations
24. Lattice Waves
25. Failure of the Method of Homogeneous Deformation and the Method of Long Waves
26. Long Acoustic Vibrations
27. The Elastic Constants for Non-ionic Crystals
28. Equilibrium Conditions (vanishing stresses) and Further Invariance Relations
29. Central Forces
30. Coulomb Field in a Dipole Lattices -- Ewald's Method and Separation of the Macroscopic Field
31. Acoustic Vibrations in Ionic Lattices (rigid ion model)
32. The Elastic and Piezoelectric Constants and the Dielectric Tensor
33. Phenomenological Discussion of the Dispersion Formula for Complex Lattices
34. Long Optical Vibrations in Ionic Lattices (rigid ion model)
35. Polarizable Ions

Vl. THE FREE ENERGY
36. The Specification of Finite Strains
37. Phenomenological Discussion of the Free Energy of a Lattice
38. Normal Coordinates of a Lattice
39. Normalization of Physical Parameters, Selection Rules and Expansion Methods
40. The Normalized Hamiltonian
41. The Free Energy
42. The Static (Non-vibrating) Lattice
43. The T^4 law

VII. THE OPTICAL EFFECTS
44. The Microscopic Theory of Dispersion
45. The Local Treatment of Optical Effects
46. The Effect of the Anharmonic Potential on Dispersion
47. The Dispersion Formula with Damping
48. Tbc Effect of the Second-order Electric Moment
4.9. The First and Second-order Raman effects
50. The Brillouin Components of the Thermal Scattering of Light

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附件 1 : Dynamical_Theory_of_Crystal_Lattices_index.pdf

2016-11-26 22:54:52, 628.31 K

1楼2016-11-26 22:58:59

已阅回复此楼关注TA 给TA发消息送TA红花 TA的回帖

siestafonda

至尊木虫 (著名写手)

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专业: 凝聚态物性 II ：电子结构

引用回帖:

6楼: Originally posted by yifanxiaoyu at 2018-11-14 14:56:30
楼主好，我想问一下 triclinic crystals 晶体结构的Born-Huang criterion，就是通过计算得到的21个独立的弹性常数，判定稳定性的，十分感谢，本人急用，如能回复，可以送金币。非常非常感谢！

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