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Parr R., Yang W. — Density-functional theory of atoms and molecules
Parr R., Yang W. — Density-functional theory of atoms and molecules



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Название: Density-functional theory of atoms and molecules

Авторы: Parr R., Yang W.

Аннотация:

This book is a rigorous, unified account of the fundamental principles of the density-functional theory of the electronic structure of matter and its applications to atoms and molecules. Containing a detailed discussion of the chemical potential and its derivatives, it provides an understanding of the concepts of electronegativity, hardness and softness, and chemical reactivity. Both the Hohenberg-Kohn-Sham and the Levy-Lieb derivations of the basic theorems are presented, and extensive references to the literature are included. Two introductory chapters and several appendices provide all the background material necessary beyond a knowledge of elementary quantum theory. The book is intended for physicists, chemists, and advanced students in chemistry.


Язык: en

Рубрика: Физика/Квантовая механика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1989

Количество страниц: 333

Добавлена в каталог: 25.09.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Multicomponent systems, dft for non-Born — Oppenheimer molecules      217
Multicomponent systems, dft for problem of universality with      216
Murphy, D.R.      95 117 128 132 136 138 140 233 306 310 313 315
N-representability      40—44
N-representability, first-order density matrix      32 43
N-representability, of electron density      54—56
N-representability, Pauli necessary conditions for      41
N-representability, second-order density matrix      31
Nagata, C.      101 293
Nagy, A.      183 293
Nakatsuji, H.      32 306
Nalewajski, R.F.      90 104 217 225 226 228 233 243 244 288 304 306
Natural geminals      29
Natural spin orbitals      29
Natural spin orbitals, differential equation for      214
Natural spin orbitals, in density-matrix-functional theory      214
Natural spin orbitals, occupation numbers of      29 43 143 163—164
Nee, T.-S.      12 302
Nguyen-Dong, T.T.      222 286
Nieminen, R.M.      243 310
Nikulin, V.K.      220 293 306
Noninteracting system, see Kohn — Sham noninteracting reference system compared with Hartree and Hartree — Fock concepts      147
Nordholm, S.      140 185 244 290 299 307
Norman, M.R.      243 309
Norskov, J. K      243 307
Nozieres, P.      274 307
Nucleophilic reagent      101
Nusair, M.      154 178 199 275 315
Nyden, M.R.      11 60 140 307
O'Connell, R.F.      265 267 270 298
O'Leary, B.      97 289
Occupation numbers, nonintegral      163—168
Ohnishi, S.      243 315
Oliveira, L.N.      207 208 243 296 307
Oliver, G.L.      176 307
Operator, adjoint      22
Operator, annihilation and creation      41 259
Operator, electron-electron repulsion      263
Operator, electron-nucleus attraction      4
Operator, field      41 261
Operator, Hamiltonian      3 169
Operator, Hermitian or self-adjoint      5 22 26
Operator, idempotent      22
Operator, identity      22
Operator, in second-quantized Hamiltonian      27 202
Operator, kinetic energy      4 263
Operator, local      23
Operator, magnetization density      170
Operator, matrix representation      23
Operator, nonlocal      23
Operator, number      42 264
Operator, occupation number      42 264
Operator, one-electron      27 30 33 261—262 263
Operator, positive semidefinite      26
Operator, projection      22
Operator, representation in phase space of      266—269
Operator, Sturm — Liouville      11
Operator, trace      25
Operator, two-electron      27 31 33 262—263 264
Orbital energies, Hartree — Fock      8 116
Orbital energies, Kohn — Sham      145 146 147 149 165
Orbital, spatial and spin      7
Orsky, A.R.      276 307
Ortenburger, I.B.      140 298
Ortiz, E.      95 233 293 294
Osborn, T.A.      160 293
Ossicini, S.      200 307
Ostlund, N.S.      3 10 12 13 14 20 314
Ou-Yang, H.      244 302
Overhauser, A.W.      197 315
Pack, R.T.      220 289
Painter, G.S.      205 239 285 301
Pair correlation function      34 191.
Pair correlation function, sum rule for      34
Palke, W.E.      74 222 224 307 308
Panat, P.V.      204 299
Pant, M.M.      170 307
Paramagnetic electron gas      177
Pariser, R.      97 307
Parker, G.W.      113 307
Parrinello, M.      244 288 292
Pasternak, A.      230 235 308
Pathak, R.K.      126 207 308
Pauling, L.      91 92 308
Pavlidou, C.M. E.      185 199 313
Payne, M.C.      244 308
Payne, P.W.      200 308
Pearson E.W.      138 309
Pearson, R.G.      81 95 98 225 227 276 277 278 279 280 308 309
Pederson, M.R.      183 309
Pedroza, A.C.      152 153 194 200 285 309 315
Percus, J.K.      31 41 58 67 149 293 301 309
Perdew, J.P.      56 70 75 76 77 86 133 140 141 148 149 151 152 164 166 172 176 181 182 183 186 189 195 196 197 198 199 203 205 216 224 237 238 243 301 302 303 307 309 310 311
Pereira, J.R.      200 302
Perrot, F.      204 310
Perturbation theory, first-order      15 87
Petkov, I.Z.      243 244 300 301 310
Peukert, V.      208 310
Phase-space distribution function      239—243 265—270
Phase-space distribution function, Compton profiles from      241—242
Phase-space distribution function, determination by constrained entropy maximation (information theory)      239—241
Phase-space distribution function, exchange energy from      242
Phillips, P.      72 310
Photoabsorption cross section      212
Pines, D.      157 274 307 310
plasma      204
Plindov, G.I.      138 310
Plumer, M.L.      140 310
Pogrebnya, S.K.      138 310
Poisson equation      111
Polarizability, as measure of softness      98 225
Polarizability, static and dynamic      209 212
Politzer, P.      14 17 95 98 115 230 233 234 310 316
Positive ions, in TF and TFD models      113
Pratt, L.R.      158 163 298 310
Pressure, local      240—241
Preuss, H.      185 197 312 313
Pritchard, H.O.      93 310
Promotion energy      222—224
Protonic counterpart of electronegativity      217
Providencia, J. da      282 291
Pucci, R.      168 317
Pugh, D.      221 303
Puska, M.J.      243 310
Pyper, N.C.      221 316
Quentin, P.      118 305
Radical reagent      101
Radicals, electronegatives and hardnesses of      279
Radzio (Radzio-Andzelm), E.      221 300 311
Rae, A.I. M.      220 221 311
Rajagopal, A.K.      164 168 204 208 209 243 284 299 307 311 316
Ramana, M.V.      243 311
Random phase approximation      196 275
Rasolt, M.      136 195 197 243 311 315
Ray, N.K.      93 95 230 231 232 236 294 311
Reactivity, frontier-electron theory of      101 168
Reactivity, measured by chemical potential response      101
Ree, F.H.      220 311
Reed, M.      254 311
Relativistic effects      173 243
Rieder, G.R.      117 295
Ripka, G.      25 71 203 259 263 287
Robles, J.      126 139 141 241 288 294 311
Roetti, E.      126 134 137 289
Rooney, R.      183 311
Roothaan, C.C. J.      7 8 10 311
Ross, I.G.      13 308
Rothstein, S.M.      221 288
Rowlinson, J.S.      67 217 311
Ruedenberg, K.      11 116 229 288 291 311
Runge, E.      209 217 290 311
Rupnik, K.      241 242 308
Ruskai, M.B.      54 288
Rychlewski, J.      224 311
Saam, W.F.      66 291
Sahni, V.      133 140 191 197 198 216 239 243 244 290 303 305 311 312
Salahub, D.R.      284
Salem, L.      97 304
Salvetti, O.      199 289
Samuels, L.      93 230 231 232 311
San-Fabian, E.      200 312
Sanderson Principle of Electronegativity Equalization      90
Sanderson Principle of Electronegativity Equalization, geometric mean equalization priciple      92
Sanderson, R.T.      90 93 235 312
Santhanam, P.      199 289
Satoko, C.      180 300
Savin, A.      197 199 200 293 312
Scaling in Gordon-Kim method      220
Scaling inequalities      238—239
Scaling of electron density      109 237
Scaling of electronic and nuclear coordinates      18
Scaling of electronic coordinates only      18 237
Scaling of Hohenberg — Kohn $E_x[\rho]$ and $E_c[\rho]$      238—239
Scaling of Hohenberg — Kohn $F[\rho]$      238
Scaling of Hohenberg — Kohn $T_s[\rho]$      238
Scaling of nuclear charges      17
Scaling relations in density-functional theory      237—239
Scaling transformations      244
Scaling, derivation of TFD model using      109—110
Scaling, time-dependent      27
Schaefer, H.F., Ill      12 13 312
Schluter, M.      86 198 199 284 301 312
Schonhammer, K.      60 86 297 312
Schroedinger equation      3
Schwarz, K.      155 312
Schwinger, J.      117 140 243 291 292
Scully, M.O.      265 267 270 298
Sears, S.B.      138 139 285 312
Second quantization for feanions      27 202 259—264
Segal, G.A.      13 97 312
Self-interaction correction (SIC)      180—183
Self-interaction correction (SIC), exchange only version      182
Self-interaction correction (SIC), in Hartree — Fock — Kohn — Sham method      185
Self-interaction correction (SIC), in modified Kohn — Sham equations      182
Selloni, A.      244 292
Semiconductor, hardness of      96
Semiconductor, hardness of, metal-insulator transition      204
Semiempirical density-functional theory      234—236
Semiempirical density-functional theory, different levels of modelling      235—236
Sen, K.D.      277 284 306 315
Senatore, G.      212 312
Sensitivity coefficient      253
Settle, F, A., Jr.      236 287
Shadwick, W.F.      185 198 314
Sham, L.J.      86 140 141 142 144 154 156 164 178 180 183 197 198 199 201 284 300 301 312 314
Shankar, S.      92 235 236 305 312
Shape factor      85
Sharma, B.S.      126 200 308 312
Shen, Y.-T.      86 312
Shih, C.C.      117 136 140 313
Shingu, H.      101 293
Sichel, J.M.      93 286
Sida, D.W.      220 305
Sierraalta, A.      214 304
Silverstone, H.J.      11 197
Simon, B.      114 116 254 303 311
Simons, G.      230 231 287 313
Sinanoghi, O.      14 313
Singer, S.J.      217 288
Slater determinant or single determinant      7
Slater, J.C.      34 154 155 156 164 166 178 284 313
Smith, V, H., Jr.      14 31 244 282 292 313
Smithline, S.J.      217 291
Softness (global)      95
Softness (global), in HSAB principle      225—228
Softness (global), measure of polarizability      98
Softness, kernel      103—104 225
Softness, local      101—104
Softness, local, as fluctuation in grand ensemble      102
Softness, local, as local density of states at Fermi level      102
Softness, local, in HSAB principle      225 228
Somorjai, G.A.      102 292
Soven, P.      210 211 212 302 317
Spackman, M.A.      221 313
Spectroscopic constants      179
Spin density      35 169
Spin polarization      35
Spin-density (spin-polarized) functional theory      157 169—174
Spin-density (spin-polarized) functional theory, advantages of      173—174
Spin-orbit coupling      173
Spruch, L.      116 288
Srebrenik, G.      14 316
Stability conditions      244
Stanton, R, E.      17 313
State, pure or mixed      25
State, pure or mixed, necessary and sufficient conditions for pure state      26
State, pure or mixed, stationary      27
stationary principle      See variational principle
Statistical mechanics, basic principles      44—46
Stich, W.      133 135 136 313
Stillinger, F.H., Jr.      67 313
Stochastic mechanics      244
Stoddart, J.C.      170 313
Stoitsov, M.V.      243 244 300 301 310
Stoll, H.      185 197 199 200 293 312 313
Stott, M.J.      140 152 210 243 285 310 313 314
Stress tensor      241
Stroud, D.      66 291
Structure-stability diagram      235
Subbaswamy, K.R.      212 312
Suhl, H.      283
Sum rule      34 40 189 191 192 194
Sumner, F.H.      93 310
Superconductivity      228 243
Surfaces      243 283
Surfaces, atoms adsorbed on      221
Sutcliffe, B.T.      3 35 305
Szabo, A.      3 10 12 13 14 20 314
Szasz, L.      239 314
Tachibana, A.      86 228 243 244 314
Tal, Y.      138 140 314
Talman, J.D.      185 198 314
Tarazona, P.      191 285
Teller nonbinding theorem, in Thomas — Fermi theory      50 114—115
Teller nonbinding theorem, nullification by Weizsacker correction      127 133
Teller, E.      50 314
Temperature in canonical ensemble      45 46
Temperature in grand canonical ensemble      45 46
Temperature, local      119 125 239 243
Testa, A.      212 286
Teter, M.P.      244 308
Thakkar, A.J.      126 200 308 312
Theophilou, A.      149 152 207 297 314
Thermodynamic transcription of density-functional theory      239—243. See phase-space distribution function
Thermodynamic transcription of density-functional theory, local pressure      240—241
Thomas — Fermi model (theory) (TF)      47 282 283.
Thomas — Fermi model (theory) (TF), assumptions of Thomas      47
Thomas — Fermi model (theory) (TF), at finite temperature      210
Thomas — Fermi model (theory) (TF), correction for inner shells      117 138
Thomas — Fermi model (theory) (TF), derivations      47—51 106—109
Thomas — Fermi model (theory) (TF), high Z limit for atoms      115
Thomas — Fermi model (theory) (TF), kinetic energy in      49 175 272
Thomas — Fermi model (theory) (TF), modified, to improve cusp behavior      113 117
Thomas — Fermi model (theory) (TF), nonergodic      244
Thomas — Fermi model (theory) (TF), self-interaction in      180
Thomas — Fermi model (theory) (TF), solution for neutral atoms      110—113
Thomas — Fermi model (theory) (TF), total energy for neutral atoms      112 113
Thomas — Fermi — Dirac theory (model) (TFD)      105 282
Thomas — Fermi — Dirac theory (model) (TFD), alternative Gaussian model      118—123
Thomas — Fermi — Dirac theory (model) (TFD), derivations      106—109 109—110 118—123 239—243
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