
Fundamentals of the Physics of Solids / 16-back-matter
.pdf690 Subject Index
magnetic structures 453–462 magnetism
antiferro- 453–459 atomic 51
ferri461, 462 ferro- 450–453, 470
magnetization see also sublattice magnetization
definition of 48
temperature dependence of see Bloch T 3/2 law
magnetomechanical ratio see gyromagnetic ratio
magnon energy temperature-dependent corrections
to |
535 |
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magnons |
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antiferromagnetic |
540–547 |
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approximate bosonic character of |
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521, 525 |
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as magnetic counterparts of phonons |
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521 |
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bound states of |
536–540, 565–566 |
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cuto for 527, 545 |
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ferrimagnetic |
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546–547 |
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ferromagnetic |
521 |
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interaction of |
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533–536 |
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Hamiltonian for |
534 |
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thermodynamics of |
527–530 |
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Majumdar–Ghosh point |
577 |
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mass susceptibility |
see |
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susceptibility, mass |
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MBBA |
24 |
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mean free path |
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of phonons |
427 |
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mean-field theory |
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of antiferromagnetism |
478–484 |
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of ferrimagnetism |
487–488 |
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of ferromagnetism |
474–478 |
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melting point of elements |
596 |
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Mermin–Wagner theorem |
411, 550 |
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mesogen |
24 |
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mesomorphic phases |
13, 23–24 |
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mesoscopic systems |
7 |
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metallic bond |
106 |
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metallic glass |
21, 303 |
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Mg structure see hexagonal crystal |
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structures, close-packed |
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Miller indices |
119 |
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Miller–Bravais indices |
119 |
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mirror line |
124 |
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mirror plane |
124 |
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misorientation angle |
298 |
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mixed dislocation |
285, 286 |
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MoAl12 structure |
214 |
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modulus of elasticity |
see Young’s |
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modulus |
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modulus of rigidity |
see shear modulus |
molar susceptibility see susceptibility,
molar |
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molecular crystals |
78–83 |
molecular-orbital method 96 |
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monatomic chain |
see linear chain, |
monatomic |
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mosaic structure |
298 |
Mössbauer e ect |
72 |
motif 114 |
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N-process see normal process
NaCl structure see sodium chloride,
structure |
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nanostructures |
7 |
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Néel state |
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540 |
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Néel temperature |
454, 481 |
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Néel wall |
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509 |
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nematic phase |
25, 26 |
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biaxial |
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26 |
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calamitic |
25 |
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chiral |
26 |
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cholesteric |
26 |
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discotic |
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25, 26 |
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Neumann functions |
620 |
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Neumann’s principle 171 |
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neutron scattering |
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cross section of |
see Van Hove |
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formula |
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elastic |
241 |
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inelastic |
242, 438–447 |
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magnetic |
660–664 |
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NiAs structure |
227, 228 |
NMR see nuclear magnetic resonance
noble gases |
77, 218 |
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noble metals |
218 |
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Noether’s theorem |
191 |
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noncrystalline solids |
21–22 |
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nonsymmorphic plane groups |
163 |
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nonsymmorphic space groups |
166 |
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normal coordinates |
357 |
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normal modes |
359 |
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normal process |
193 |
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nuclear magnetic resonance 71 |
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octahedral group |
130 |
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octahedral sites |
213, 218 |
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optical branch |
343 |
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optical vibrations |
343, 361–363 |
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in ionic crystals |
373–377 |
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order |
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center-of-mass 19 |
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long-range |
14 |
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absence of in finite temperature XY |
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model 555 |
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absence of in low-dimensional finite temperature Heisenberg model 550
magnetic |
450–462 |
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orientational |
19 |
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short-range 14 |
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order–disorder transitions |
489 |
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orientational order |
19 |
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oscillator |
392–393 |
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overlap integral |
92 |
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PAA 24 |
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packing fraction |
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definition of |
208 |
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for ccp crystal |
217 |
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for diamond structure |
222 |
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for hcp crystal |
226 |
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for sc crystal |
208 |
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pair-correlation function |
17 |
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para-azoxy anisole |
24 |
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parallel susceptibility 484 |
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paramagnetic resonance |
61 |
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fine structure |
68 |
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paramagnetic space groups see space
groups, gray |
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paramagnetism |
51 |
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atomic 51 |
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Van Vleck 60 |
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partial dislocations |
294–298 |
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partial structure factor |
307 |
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particle–hole excitations |
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in the XY model |
574–575 |
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Pauli exclusion principle |
36, 464 |
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Pauli matrices |
646, 674 |
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Pauling ionic radius |
236 |
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Subject Index |
691 |
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Pearson symbol |
205 |
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Penrose tiling |
323–326 |
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periodic boundary condition |
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see |
boundary conditions, |
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Born–von Kármán |
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periodic table |
593 |
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perovskite structure |
204, 209 |
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perpendicular susceptibility |
484 |
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phonon–phonon interaction |
423–424 |
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phonons |
395 |
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acoustic |
397 |
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density of states of |
398–409 |
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experimental study of |
429–447 |
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interaction among |
see phonon– |
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phonon interaction |
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lifetime of |
446 |
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specific heat of |
413–418 |
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physical constants 587–588 |
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planar defects |
274, 293–301 |
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planar model |
see XY model |
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planar regime |
566 |
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plane groups |
162 |
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plastic crystals |
29–30 |
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point defects |
274–283 |
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point group of the crystal |
161 |
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point groups |
127–135 |
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point-contact transistor |
4 |
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Poisson’s ratio |
369 |
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polar covalent bond |
94 |
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polarization vector |
357 |
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polycrystals 21, 293 |
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polymers |
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30 |
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powder method |
267 |
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primitive cell |
115 |
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primitive vectors |
110 |
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choice of |
111–113 |
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pyrite structure |
204 |
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quantum critical point |
500 |
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quantum Hall e ect |
6 |
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quantum phase transitions |
500 |
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quasicrystals |
3, 21, 315–330 |
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quasimomentum |
191 |
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quasiperiodic functions |
311 |
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quasiperiodic structures |
309–330 |
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quasiperiodic tiling |
see Penrose tiling |
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R-center |
|
282 |
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radial distribution function |
17, 305 |
|
692 |
Subject Index |
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in amorphous silicon 306 |
Ruderman–Kittel oscillation |
465 |
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in quasicrystals |
316 |
Rushbrook inequality 497 |
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Raman active mode |
435 |
Russell–Saunders coupling |
40 |
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Raman scattering |
433–436 |
rutile structure 204 |
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rapidity |
563 |
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RVB see spin liquid, resonating |
rare-earth garnet |
547 |
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valence bond |
|
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rare-earth metals |
452 |
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Rydberg energy |
588 |
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Rashba term |
38 |
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satellite peaks |
|
314, 459 |
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reciprocal lattice |
120–124 |
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definition |
120 |
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saturated bond |
99 |
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of bcc lattice |
212 |
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scaling laws |
496–500 |
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of fcc lattice |
216 |
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scanning tunneling microscope 270 |
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of hexagonal lattice |
225 |
scattering length |
247, 440 |
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primitive vectors of |
122 |
scattering vector |
548 |
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reduction |
638 |
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Schoenflies symbols |
125 |
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relativistic e ects |
36–38 |
Schottky defect |
280–282 |
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relaxation function |
63 |
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Schwinger boson |
532 |
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relaxation time |
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screw axis 158 |
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spin–lattice |
64 |
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screw dislocation |
285 |
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spin–spin |
65 |
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screw rotation |
|
158 |
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renormalization |
501 |
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s–d interaction |
465 |
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renormalization-group transformation |
Seitz symbol |
157 |
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500–502 |
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selection rules |
|
184, 650 |
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resonance absorption 61, 72 |
separation energy |
77 |
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resonance fluorescence |
72 |
shear modulus |
365, 369 |
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resonance integral |
98 |
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shift operator |
|
see ladder operator |
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resonating |
valence bond spin |
Shockley partial dislocation 295 |
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liquid |
|
585 |
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short-range order |
14, 305–309 |
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Riemann zeta function |
617 |
Shubnikov groups |
167 |
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RKKY interaction |
466 |
simple cubic crystals |
205–210 |
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rock-salt structure |
see |
sodium |
single crystal |
20 |
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chloride, structure |
|
skutterudite structure |
204 |
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Rodrigues’ formula |
|
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Slater determinant |
101 |
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for generalized Laguerre |
smectic phases |
27–28 |
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polynomials |
625 |
|
sodium chloride |
|
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for Hermite polynomials |
623 |
Madelung energy of |
86 |
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for Laguerre polynomials |
624 |
structure |
204, 219, 238 |
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rotating-crystal method |
265 |
solid solutions 21 |
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rotation axis |
125 |
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space groups |
162 |
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rotation group |
642, 665 |
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black-and-white 168 |
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rotation–inversion |
see |
symmetry |
gray 168 |
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operations, rotation–inversion |
in two dimensions |
see plane groups |
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rotation–reflection |
see |
symmetry |
magnetic |
166 |
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operations, rotation–reflection |
specific heat |
|
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rotational symmetry 125 |
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of classical crystals |
383–385 |
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rotoinversion |
see |
symmetry opera- |
of magnon gas |
529 |
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tions, rotation–inversion |
of phonon gas |
413–418 |
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rotoreflection |
see |
symmetry opera- |
specific susceptibility |
see susceptibil- |
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tions, rotation–reflection |
ity, specific |
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Subject Index |
693 |
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spectrum |
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sti ness constant |
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in chain of S = 1/2 spins |
539 |
of spin waves |
524 |
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in the XY model |
575 |
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Stirling formula |
|
619 |
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sphalerite structure |
204, 221–224 |
STM see |
scanning tunneling |
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spherical Bessel functions |
621 |
microscope |
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spherical Hankel functions |
622 |
Stokes component |
434 |
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spherical harmonics |
627 |
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strain tensor |
364 |
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spherical Neumann functions 622 |
stress tensor |
365 |
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spin |
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structure amplitude |
248 |
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classical |
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structure factor |
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18, 248 |
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precession of |
516 |
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dynamical |
see dynamical structure |
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classical equation of motion in |
factor |
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magnetic field |
516 |
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in amorphous silicon |
306 |
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quantum mechanical equation of |
partial |
|
307 |
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motion |
516 |
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Strukturbericht designation |
205 |
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spin-flop phase |
484 |
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sublattice magnetization |
see |
also |
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spin-flop transition |
484, 546 |
magnetization |
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spin glass |
449 |
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temperature dependence of |
545 |
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spin ladders |
581–583 |
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substitutional impurity |
274 |
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spin–lattice relaxation |
64 |
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superconductivity |
2 |
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spin liquid |
551, 574 584–586 |
superexchange |
466–468 |
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algebraic |
584 |
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susceptibility |
|
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resonating valence bond |
585 |
Curie |
53 |
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spin operators |
665 |
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definition of |
48 |
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representation in terms of boson |
Langevin |
53 |
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operators |
530–533, 541 |
mass |
49 |
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representation in terms of fermion |
molar |
49 |
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operators |
533 |
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of antiferromagnets |
482–484 |
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spin–orbit interaction |
38 |
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of ferromagnets |
see Curie–Weiss |
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spin waves |
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law |
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antiferromagnetic |
540–547 |
divergent spin-wave contribution |
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classical |
516–520 |
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to |
530 |
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antiferromagnetic |
518–520 |
specific |
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49 |
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ferromagnetic |
516–518 |
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Van Vleck |
60 |
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illustration of |
518, 520 |
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volume |
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49 |
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definition of |
517 |
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symmetry breaking |
199 |
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ferromagnetic |
521 |
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symmetry elements |
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quantum mechanical description of |
glide line |
158 |
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521–540 |
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glide plane |
158 |
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spinel structure |
204, 223 |
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inversion center |
126 |
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spinons |
570 |
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mirror line |
124 |
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dispersion relation of |
see dispersion |
mirror plane |
|
124, 125 |
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relation, of spinons |
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rotation axis |
125 |
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spiral structures |
459–461 |
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rotation–inversion axis |
126 |
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split interstitial |
279 |
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rotation–reflection axis |
126 |
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stacking faults |
293–294 |
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screw axis |
158 |
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staggered susceptibility |
482 |
symmetry operations |
|
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step function see |
Heaviside |
glide reflection |
|
158 |
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step function |
|
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inversion |
126 |
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694 Subject Index
reflection 125 rotation–inversion 126 rotation–reflection 126 screw rotation 158
symmorphic plane groups 163 symmorphic space groups 164 synchrotron radiation 241 syngony see crystal systems
Taylor–Orowan dislocation see edge dislocation
TBBA 24
tensile modulus see Young’s modulus terephtal-bis-butyl-aniline 24
tetrahedral group |
|
130 |
|
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tetrahedral sites |
213, 218 |
|
||||
thermal conductivity |
|
|
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by phonons |
427 |
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thermal expansion |
425–427 |
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tilt grain boundary |
298 |
|
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time reversal |
196 |
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top-hat function |
|
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Fourier transform of |
608 |
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topological quantum number |
554 |
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torsional waves |
366 |
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transistor |
|
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junction |
4 |
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point-contact |
4 |
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transition metals |
|
213, 218 |
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translational symmetry |
110 |
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transverse vibrations |
341 |
|
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triple-axis spectrometer 439, 445 |
||||||
TTF-TCNQ |
76 |
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twin crystals |
299, 301 |
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twist grain boundary |
298 |
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twisted boundary conditions |
|
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see boundary conditions, |
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antiperiodic |
|
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two-phonon Raman scattering |
436 |
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umklapp process |
193, 424, 427 |
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uniaxial anisotropy |
472 |
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unsaturated bond |
99 |
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vacancies |
275–278 |
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formation energies of |
276 |
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vacancy pair |
280 |
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valence-bond method |
90 |
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valence-bond-solid state |
580 |
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van der Waals bond |
79–81 |
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van der Waals interaction |
78 |
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Van Hove formula |
440, 656 |
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Van Hove singularities |
405–409 |
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Van Vleck paramagnetism |
60 |
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Van Vleck susceptibility |
60 |
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vector operator |
|
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definition of |
53 |
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Voigt elastic constants |
368 |
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Volterra construction |
284 |
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volume defects |
274, 302 |
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volume susceptibility |
see susceptibil- |
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ity, volume |
|
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von Klitzing constant |
587 |
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Voronoi polyhedron |
117 |
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vortices |
553–559 |
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W structure |
213 |
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wallpaper groups |
see plane groups |
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Weiss field |
474 |
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Weiss indices |
119 |
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Wigner–Eckart theorem |
53 |
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Wigner–Seitz cell |
117 |
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Wigner–Seitz sphere |
116 |
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Wigner’s theorem |
173 |
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wurtzite |
structure |
|
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204, 228 |
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X-ray di raction |
|
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experimental methods of |
261–268 |
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theory of |
242–260 |
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XY model |
472, 551, 572 |
|
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entropy of vortices in |
see entropy, |
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of vortices in XY model |
|||||||
free energy of vortices in |
see |
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free energy, of vortices in |
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XY model |
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Hamiltonian of |
551 |
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phase transition in |
see Berezinskii– |
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Kosterlitz–Thouless transition |
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YIG see yttrium–iron garnet |
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Young’s modulus |
369 |
|
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yttrium–iron garnet |
547 |
|
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Yukawa function |
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Fourier transform of |
609 |
|
Subject Index |
695 |
|
zero-point energy 392, 543 |
zero-point vibrations |
89, 392 |
|
zero-point spin contraction |
zeta function 617 |
|
|
in antiferromagnetic ground |
zincblende structure |
see |
|
state 544 |
sphalerite structure |
in two-dimensional antiferro- |
|
magnets |
551 |

Fundamental physical constants
Name |
Symbol |
|
|
|
Value |
|
|
|
|
|
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Bohr magneton |
|
|
|
|
|
|
m |
|
9.274 009 × 10 |
−24 |
|
|
|
−1 |
|
|||
μB = e |
|
/2 |
2 e |
2 |
|
10 |
|
J T |
|
|
||||||||
Bohr radius |
a0 = 4π 0 /mee |
|
0.529 177 × 10− |
|
|
m |
|
|
||||||||||
Boltzmann constant |
kB |
|
|
|
|
|
|
1.380 650 × 10−23 J K−1 |
|
|||||||||
Conductance quantum |
G0 = 2e2/h |
|
7.748 092 × 10−5 S |
|
|
|
|
|||||||||||
Electron g-factor |
ge = 2μe /μB |
|
−2.002 319 |
|
|
|
|
|
|
|
|
|||||||
Electron gyromagnetic ratio |
γe = 2|μe|/ |
|
1.760 860 × 1011 s−1 T−1 |
|
||||||||||||||
|
γe/2π |
|
|
|
|
28 024.9540 MHz T−1 |
|
|
||||||||||
Electron magnetic moment |
μe |
|
|
|
|
|
|
−9.284 764 × 10−24 J T−1 |
||||||||||
Electron mass |
me |
|
|
|
|
|
|
−1.001 160 μB |
−31 |
|
|
|
|
|
|
|||
|
|
|
|
2 |
|
9.109 382 × 10 |
|
12 kg |
1 |
|
||||||||
Electric constant |
0 = 1/μ0 c |
|
8.854 188 × 10− |
|
|
F m− |
|
|
||||||||||
Elementary charge |
e |
|
|
|
|
|
|
|
1.602 176 × 10−19 C |
|
|
|
||||||
Hartree energy |
Eh = e2/4π 0a0 |
|
4.359 744 × 10−18 J |
|
|
|
||||||||||||
in eV |
|
|
|
|
|
|
|
|
27.211 383 eV |
|
|
|
|
|
|
|
|
|
Josephson constant |
KJ = 2e/h |
|
483 597.9 × 109 Hz V−1 |
|
|
|||||||||||||
Magnetic constant |
|
|
|
|
|
|
|
|
−7 |
|
−2 |
|
|
|
|
|
|
|
μ0 |
|
|
|
|
|
|
4π × 10 |
N A |
15 |
|
Wb |
|
|
|||||
Magnetic flux quantum |
Φ0 = h/2e |
|
|
2.067 834 × 10− |
|
|
|
|
||||||||||
Nuclear magneton |
μN = e /2mp |
|
5.050 783 × 10−27 J T−1 |
|
||||||||||||||
Neutron mass |
mn |
|
|
|
|
|
1.674 927 × 10 |
−27 kg |
|
|
||||||||
|
|
|
|
|
|
|
26 |
|
|
1 |
||||||||
Neutron magnetic moment |
μn |
|
|
|
|
|
|
−0.966 236 × 10− |
|
|
|
J T− |
|
|||||
Neutron g-factor |
|
|
|
|
|
|
|
|
−1.913 043 μN |
|
|
|
|
|
|
|
|
|
gn = 2μn/μN |
|
−3.826 085 |
|
34 |
|
J s |
|
|
||||||||||
Planck constant |
h |
|
|
|
|
|
|
6.626 069 × 10−15 |
|
|
|
|||||||
in eV |
h/{e} |
|
|
|
|
4.135 667 × 10− |
|
|
eV s |
|
|
|||||||
Proton g-factor |
gp = 2μp/μN |
|
5.585 695 |
|
8 −1 T−1 |
|
||||||||||||
Proton gyromagnetic ratio |
γp |
= 2μ / |
|
2.675 222 × 10 |
|
|||||||||||||
|
|
p |
|
|
|
s |
|
|
1 |
|
|
|||||||
|
γp/2π |
|
|
|
|
42.577 482 MHz T− |
|
|
|
|
||||||||
Proton magnetic moment |
μp |
|
|
|
|
|
|
1.410 607 × 10−26 J T−1 |
|
|||||||||
|
|
|
|
|
|
|
|
|
2.792 847 μN |
|
|
|
|
|
|
|
|
|
Proton mass |
mp |
|
|
|
|
|
1.672 622 × 10−27 kg |
|
|
|||||||||
Reduced Planck constant |
= h/2π |
|
|
1.054 572 × 10−34 J s |
|
|
||||||||||||
in eV |
|
/{e} |
|
|
|
|
6.582 119 × 10 |
−16 eV s |
|
|
||||||||
|
|
2 |
|
|
|
|
|
1 |
|
|
|
|
||||||
Rydberg constant |
R |
|
= α mec/2h |
|
10 973 731.569 m− |
|
|
|
|
|
||||||||
Rydberg energy |
|
∞ |
|
|
|
|
2.179 872 × 10−18 J |
|
|
|
||||||||
Ry = R∞hc |
|
|
|
|
||||||||||||||
in eV |
|
|
|
|
|
|
|
|
13.605 692 eV |
|
|
|
|
|
|
|
|
|
Speed of light |
c |
|
|
|
|
|
|
|
299 792 458 m s−1 |
|
|
|
|
|
|
|||
Von Klitzing constant |
RK = h/e2 |
|
25 812.807 572 Ω |
|
|
|
|
|
|