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Altmann S.L. — Band Theory of Solids: An Introduction from the Point of View of Symmetry
Altmann S.L. — Band Theory of Solids: An Introduction from the Point of View of Symmetry



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Название: Band Theory of Solids: An Introduction from the Point of View of Symmetry

Автор: Altmann S.L.

Аннотация:

The structure of much of solid-state theory comes directly from group theory, but until now there has been no elementary introduction to the band theory of solids using this approach. Employing the most basic of group theoretical ideas, and emphasizing the significance of symmetry in determining many of the essential concepts, this is the only book to provide such an introduction. Many topics were chosen with the needs of chemists in mind, and numerous problems are included to enable the reader to apply the major ideas and to complete some parts of the treatment. Physical scientists will also find this a valuable introduction to the field.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1991

Количество страниц: 304

Добавлена в каталог: 08.11.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
screening      7
Screw rotation      55
Secular determinant      168
Seitz operator      59 (3—6.2) 59
Seitz operator, inverse      60 (3—6.7)
Seitz operator, product      60 (3—6.6)
Self-consistent field      166
Semiconductor      140 149
Semiconductor, extrinsic      140 159
Semiconductor, intrinsic      140 158
Semiconductor, n-type      159
Semiconductor, p-type      159
Semiconductor, position of Fermi energy in band gap      159
Semimetal      149
Set      23
Set, order      24
Set, product      24
Set, product, commutation      24
sham      181 183
Shockley states      229
Shockley states, linear chain example      230
Silicon      153
Silicon structure      153 154 F9—1.1 see
Silicon structure, Bravais lattice      154
Silicon structure, orbital basis      155 F9—1.2
Silicon structure, point group      154
Silicon structure, space group      154
Silicon, band structure      158 F9—1.4
Silicon, band trends (guess)      160
Silicon, Brillouin zone      157 F9—1.3
Silicon, features of small representations      157
Silicon, origin of narrow gap      156
Silicon, phonon spectrum      195 F11—4.1
Similarity      36(2—4.16)
Simple metals      153
Simple square lattice      91 F5—3.1
Simple square lattice, bands      113 F6—4.1 145
Simple square lattice, Brillouin zone      91 F5—3.1 106
Simple square lattice, Brillouin zone, basic domain      116 F6—4.3
Simple square lattice, Brillouin zone, of higher order      144 F8—6.1
Simple square lattice, cell functions      114 F6—4.2
Simple square lattice, Fermi surface      147 F8—7.2 148
Simple square lattice, reciprocal lattice      91 F5—3.1
Slater      45 247
Small representations      110
Smoluchowski      119
Sneddon      85
Sodium      7
Soft X-rays      17
Space group operators      59 (3—6.2)
Space group operators, effect on Bloch functions      102 (6—1.1)
Space group representations      102
Space group representations, bases      103
Space group representations, irreducibles and energy as a function of k      112
Space groups      53
Space groups, classification      62
Space groups, compound symmetry operations      54
Space groups, different factorizations      55
Space groups, different settings      55
Space groups, non-symmorphic      62
Space groups, point groups of      60
Space groups, symmorphic      62
Span, basis spans a representation      36
Spin, always included when counting states      14
Square lattice, simple      see simple square lattice
Stacks of planes      69
Star      107
Star, degeneracies introduced      112 115
Step function      242 (14—4.10) (14—4.11) 242
Sticking together of bands      160 171
Streitwolf      63 119 197
Strict two-dimensionality      53 106
Structure factor      82 (4—9.26)
Structure factor, for hexagonal close-packed structure      83
Sturge      212
Subgroups      25
Surface states      227
Surface states, in linear chain      240
Surface states, Shockley      229
Surface states, Tamm      229
Syinmorphic space groups      62
Symmetrized direct product      210
Symmetrized direct product, basis      210 (12—4.4)
Symmetrized direct product, character      210 (12—4.5)
Symmetry operation      26 28
Symmetry operation, active picture      28
Symmetry operation, as a covering operation      26
Symmetry operation, in unit cell      55
Symmetry operation, passive picture (never used)      28
Symmetry operation, product      27
Symmetry operation, their set forms a group      28
Symmetry operator      28
T translation subgroup      see translation group
Tamm states      227
Thomas      212
Tight-Binding Method      173
Tight-binding method, Bloch sums      174
Tight-binding method, form of wavefunction      173 (10—2.1)
Tight-binding method, linear chain      175
Time-reversal operator      33
Tinkham      44
Tobin      212
Tomassini      158 195
Total energy      16
Total energy, for free electrons      17 (1—6.7)
Totally symmetrical (trivial) representation      216
Totally symmetrical (trivial) representation, condition for a function product to transform like it      269 P12—4.6
Totally symmetrical (trivial) representation, functions that belong to it      269 P12—4.6
Trace      37
Transition metal      164
Transition metal, d band      164
Transition metal, S band      164
Transition probability integral      203 (12—2.9)
Translation      27 F2—2.1
Translation eigenfunctions      95 (5—5.1)
Translation eigenfunctions, as Bloch functions      97
Translation eigenfunctions, give all the representations of space group      96
Translation eigenfunctions, plane waves as particular case      100 P5—7.3
Translation eigenfunctions, provide energy eigenfunctions      96
Translation eigenfunctions, vary continuously over Brillouin zone      95
Translation group      60 86
Translation group, abelian property      61
Translation group, direct product form      61 (3—8.5) 88
Translation group, factorized out of space group      55
Translation group, faithful property of representations      217
Translation group, form of the irreducible representations      90 (5—2.9)
Translation group, invariant of the space group      61
Translation group, number and dimensions of its representations      89
Translation group, number of classes      89
Translation group, order under periodic boundary conditions      88 (5—1.3)
Translation subgroup      see translation group
Translational lattice      49
Translational lattice, synonymous with lattice and Bravais lattice      52
Translationally inequivalent points      50
Translationally inequivalent points, construction of sets      50 144
Translations      49
Translations, commute with Hamiltonian      95 (5—5.3)
Translations, effect on potential and kinetic energies of a crystal      189
Translations, eigenfunctions (Bloch functions)      97 (5—6.2)
Translations, eigenvalue equation      97 (5—6.2)
Translations, eigenvalues are not degenerate      95 (5—5.2)
Translations, eigenvectors (normal coordinates)      191 (11—2.20)
Translations, relation to unit cells      47
Transverse oscillations      196
Trigonal lattice      85
Trivial representation      216
Ukrainskii      212
Umklapp process      194
Unit cell      47
Unit cell, may contain translationally equivalent points      48
Unit cell, volume      79 (4—9.1)
Unit vectors      47
Valence band      158
valence electrons      7
Van der Waerden      45
Vector, in the lattice      60 64 66 75
Vector, of the lattice      60 64 65 75
Vectors      see also position vectors
Vibronic Hamiltonian      203 (12—2.8)
Vibronic interaction      203
Vibronic interaction, transition probability integral      203 (12—2.9)
von Laue conditions      132 (8—2.1)
Wannier      225
Wannier functions      219
Wannier functions, close formula      220 (13—2.2)
Wannier functions, for free electrons      221 (13—2.11) 221
Wannier functions, localization      220 (13—2.4)
Wave length      19
wave number      see circular wave number
Wave packets      19 20
wave velocity      19
Waves      18
Waves, superposition      20
Weaire      183
Weinberger      183
Whangbo      211 212
Wigner      45 119
Wigner — Seitz cells      51
Woodward      212
Ziman      22 183 184 197 226 247
Zone schemes      141
1 2 3
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