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Kleinert H. — Gauge fields in condensed matter (part 4)
Kleinert H. — Gauge fields in condensed matter (part 4)

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Название: Gauge fields in condensed matter (part 4)

Автор: Kleinert H.

Язык: en

Рубрика: Физика/Квантовая теория поля/Теория калибровочных полей/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2000

Количество страниц: 143

Добавлена в каталог: 13.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Action, electromagnetic      1431
Action, gravitational action      1385 1386
Action, matter      1387 1388 1397 1407
Action, quantum defect dynamic (QDD)      1325 1328
Action, spin      1 2 1397 1407
Active coordinate transformation      1336
Adsorbed atoms      1191
Adsorbed helium      927
Adsorption      925
Affine connection      1347
Affine geometry      1347
Anchored branch points      874
angular momentum      1240 1380
Angular stiffness      1294 1303 1307 1453
Anholonomic mapping      1372
Anholonomity      1371
Anisotropic crystal, elastic Green function      766
Atomic positions, Lennard — Jones system      1199
Axial gauge      980
Balance of torques      1264
Basic defect lines      874
Basis tetrads, local      1339
Basis tetrads, reciprocal      1340
Belinfante symmetric energy-momentum tensor      1394 1395 1412
Bianchi identity and canonical energy-momentum tensor      1426
Bianchi identity and conservation of stress      1440
Bianchi identity and integrability of connection      1377
Biot — Savart law      785 964 1278
Biot — Savart like interaction, dislocation lines      827 850 952 964
Blackbody radiation      887
Blin’s law      827 850 952 964
Body force      758 1240
Bragg scattering      900
Branching defect lines      807
Brillouin zone      880
Burgers circuit integral      785 798 1370 1371 1372 1374
Burgers vector      782 784 786 790 818 865 940 950 1369 1372 1374
Burgers vector and Bianchi identity      1426
Burgers vector, canonical energy-momentum tensor      1410 1422
Burgers vector, canonical formalism, higher gradient theories      1245
Burgers vector, canonical partition function      976
Burgers vector, higher gradient theory      1251 1438
Burgers vector, local      784
Burgers vector, true      785
Cartan transport      1372
Cauchy relations      774 897
Christoffel symbol      1338 1348 1350 1363
Circuit integral, Burgers      785 798 1370 1371 1372 1374
Classical melting      896 900
Clebsch — Gordan coefficient      837 839
Climb      867
Closed Volterra surface      804
Closure failure      1369
Coherence length      1183 1192
Coleman — Weinberg mechanism      958 960
Commutator      1424 1430
Commutator, modified      1393
Commutator, spinor      1407
Compatibility of strain field      810
Completeness relation      832 840 856
Compressibility sum rule      1155
Computer simulation, molecular dynamics      1195 (see also Monte Carlo simulation)
Configurational entropy      1443
Connection      1333 1338 1347 1348 1363
Connection, transformation law      1349
Conservation laws and fundamental identities      1425
Conservation laws, covariant derivation      1420
Conservation of stress and Bianchi identity      1440
Conservation, angular momentum      1380
Conservation, covariant law      1413
Conservation, defects      1379 1426 1438
Conservation, energy      1380
Conservation, storque stress      1436 1440 1453
Conservation, stress      1436 1440 1453
Conservation, superflow      1449
Conservative climb      868
Conservative motion      867
Construction rules for defect densities      804
continuum limit      1384
Contortion      809 1432
Contortion, tensor      1350 1361 1396
Contortion, vector      815
Contravariant vectors      1341
Cooperative phenomena      782 893
Coordinate transformation, general      1344
Coordinate transformation, singular      1356 1362
Coordinates with defects      1374
Coordinates, geodesic      1382
Core energy      1213
Cosine integral      1063
Cosine melting model      999 1113 1132
Cosine melting model, 2D, high-r expansion      1132 1137
Cosine melting model, 2D, loop expansion      1131
Cosine melting model, 2D, low      7
Cosine melting model, 2D, mean field      1116
Cosine melting model, 2D, Monte Carlo data      1145 1148 1149
Cosine melting model, 3D, higher expansion      1132 1135
Cosine melting model, 3D, loop expansion      1131
Cosine melting model, 3D, low      7
Cosine melting model, 3D, mean field      1116
Cosine melting model, 3D, Monte Carlo data      1144
Cosine melting model, fluctuation modes      1126
Cosine melting model, fluctutations      1121
Cosine melting model, mean-field solution      1121
Cosine melting model, one-loop correction      1127
Cosmological term      1886
Cosserat continuum      1241
Cosserat equation      1264
Coulomb Green function      764
Covariant conservation law      1413 1414 1417
Covariant curl      1350
Covariant derivative      1347 1393
Covariant vectors      1341
Critical index      930
Critical temperature 2D defect melting      1179
Cross slip      866 868 869
Crystal plane      1365
Crystal systems, point groups      754
Crystal systems, seven      749
Crystal, ideal      745
Cubic crystal      748 757 996
Cubic crystal, defect interaction energy      996
Cubic crystal, elastic constants      757
Cubic crystal, elastic Green function      767
Cubic crystal, system      749
Curvature      1356 1363 1370 1372 1375 1376 1377 1378 1438
Curvature and disclinations      1370 1378
Curvature from embedding      1380
Curvature tensor      1350 1352 1367
Curved space      1367
Debye approximation      909
Debye frequencies      887 924
Debye temperature      888 890 896 909 925 927
Debye theory      924
Debye — Waller factor      900
Defect conservation      1380 1426 1436 1445 1452 1454
Defect degeneracy      1231
Defect densities      804 808 938 1361 1395 1396 1436 1452
Defect densities on lattice      1225 1233
Defect densities on lattice 2D      123
Defect densities, mnemonic rules      804
Defect density and symmetric energy momentum tensor      1396
Defect ensemble      1237
Defect gauge field      979 1013 1282 1445 1451
Defect gauge invariance      975 979 1020 1023 1025 1326 1454 1456
Defect gauge invariance, physical content      1020
Defect gauge transformation      975 1000 1273 1447 1451 1453
Defect interaction energy, continuum      1228
Defect interaction energy, cubic lattice      996
Defect interaction energy, second-gradient theory      1283
Defect lines      1447 1449
Defect melting      983 1084 1218
Defect neutrality      861 863 988 997 998 999 1064
Defect representation      1013
Defect space      1448
Defect tensor      979
Defects and curvature      1356 1370
Defects, 3D      814 862
Defects,general analysis      1225
Degeneracy of defect configurations      1231
Delta-function on line      805 1445
Delta-function on surface      805 1445
Delta-function on volume      804 1445
Delta-functional      846
Densities of states      887
Density correlation function      1152 1153
Derivative, covariant      1347 1393
Destabilizing point      1116
Differential geometry      1334
Differentia] geometry      1334
Dipole neutrality      863
Dirac field      1408
Dirac matrices      1405
Dirac particle      1407
Disclination      782 787 854 1237 1362
Disclination, current      1327
Disclination, density      801 1290 1454
Disclination, Frank vector      787 788 790
Disclination, lines      865
Disclination, splay      788
Disclination, twist      788
Disclination, wedge      1365 1375
Disclinations and curvature      1367 1370
Disclinations, disorder fields      1322
Discrete Gaussian Model      801 1237 1303 1362 1375
Dislocation current      953 1327
Dislocation density      1290 1361
Dislocation density and spin density      1395
Dislocation line      779 781 782 794 939
Dislocation line, energy      817 818
Dislocation line, local gauge interaction      827 828
Dislocation neutrality      852
Dislocation pair, dissociation      1162
Dislocation sources      869
Dislocation, Burgers vector      782 784 786 790 801 818 865 940 950 1237 1362 1369 1372 1374 1375
Dislocation, disorder fields      1322
Dislocations and disclinations, disorder field theory      1322
Dislocations and disclinations, interdependence      790 1210 1228
Dislocations and torsion      1369 1371
Disorder field theory      875 938 939 1218 1222 1322 1443 1447
Disorder field theory, edge dislocation      779 786 1369
Disorder fields      1322 1443
Disorder quantum field theory      1328
Displacement field      745
Displacement field, integrability considerations      798 1356
Displacement field, smoothness properties      794
Distinguishability of atoms      793
Distortion graph      1114
Double curl      810 854 857
Double gauge theory of stresses and defects      982 1441 1450 1451 1453
Double geometry      1437 1456
Dual double gauge theory      1447
Dulong — Petit law      901
Edge dislocation      779 786 1369
Effective action      915
Effective energy      903
Einstein action      1386
Einstein equation      1388
Einstein invariance      1346 1416
Einstein tensor      1345 1351 1360 1362 1390 1410 1441
Einstein tensor, stress space      1437
Einstein theory of gravity      1335 1362 1369
Einstein transformation      1337 1343 1345 1418 1420
Einstein vector      1345 1351
Einstein — Cartan action      1428 1431
Einstein — Cartan theory      1448
Elastic constants      752 757 761 921
Elastic constants, cubic crystals      757
Elastic constants, relations between      761
Elastic distortions      805 1439
Elastic energy      746 901 1242
Elastic gauge field      1444
Elastic Green function      762 765
Elastic interaction, dislocation lines      825
Elastic partition function      828
Elastic stability of crystal      747
Elastic strain      805 1025 1436
Elastic tensor      747 752
Elasticity 2D      768
Elasticity, canonical momenta      1262
Elasticity, extended      1240
Elasticity, Hooke’s Law      759 780
Elasticity, second-gradient      1240 1263 1432
Electron lattice      1202 1305
Electron lattice, incompressibility      1203 1317
Embedding      1380
Energy, dislocation line      817
Energy-momentum conservation      1380
Energy-momentum density      1416
Energy-momentum tensor      1387 1388 1395 1409 1410 1412
Energy-momentum tensor, canonical      1410 1422
Energy-momentum tensor, symmetric, Belinfante      1388 1394 1395 1409
Enthalpy, Lennard — Jones system      1200
Entropy jump      881
Epsilon-tensor      1360
Equipartition theorem      894
Euler — Lagrange equation, elasticity      759 762
Expansion, high-temperature      1037 1087 1132 1135 1137
Expansion, low-temperature      1048 1049 1086 1087 1089 1131
External force      758 1240
Extremal principle      1337
Feynman graphs      1447
Field energy      848
Field equations      1388 1408
Field equations, gravitational      1385 1387 1394
Field transformation, vector      1342
Field, displacement      745
First identity      1377
First order transition      940 1017 1117
First order transition, Coleman — Weinberg mechanism      958 960
Fluctuation determinant      991 1127
Fluctuation modes, cosine melting model      1126
Fluctutations, cosine melting model      1121
Frank vector      787 788 790
Frank — Read mechanism      870
Frank — Read source      871 874
Free energy      877
Freely falling frame      1336
Frozen lattice superconductor      1221
Fundamental defect lines      874
Fundamental identity and integrability of metric      1377
Fundamental identity and spin density      1425
Fundamental identity and torque stress      1440
Fundamental phase space identities      1448 1451 1453
Gauge degeneracy      975
Gauge field, defect      1013 1272 1282 1451
Gauge field, integer valued      1014 1020
Gauge field, local      1428
Gauge field, local translations      1430
Gauge field, non — Aabelian      1351
Gauge field, phonon      1327
Gauge field, stress      828 854 1220 1274 1327 1444 1451 1453
Gauge field, superflow      1450
Gauge fixing      828 846 989 1014 1272
Gauge interaction, local, dislocation line      827 828
Gauge invariance      841 847
Gauge invariance, defect      975 979 1023 1025 1326 1454
Gauge invariance, local      953
Gauge invariance, stress      980 1221 1327
Gauge theory of gravitation      1427
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