Главная    Ex Libris    Книги    Журналы    Статьи    Серии    Каталог    Wanted    Загрузка    ХудЛит    Справка    Поиск по индексам    Поиск    Форум   
blank
Авторизация

       
blank
Поиск по указателям

blank
blank
blank
Красота
blank
Frenkel D., Smit B. — Understanding Molecular Simulation: from algorithms to applications
Frenkel D., Smit B. — Understanding Molecular Simulation: from algorithms to applications



Обсудите книгу на научном форуме



Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter


Название: Understanding Molecular Simulation: from algorithms to applications

Авторы: Frenkel D., Smit B.

Аннотация:

Understanding Molecular Simulation: From Algorithms to Applications explains the physics behind the "recipes" of molecular simulation for materials science. Computer simulators are continuously confronted with questions concerning the choice of a particular technique for a given application. A wide variety of tools exist, so the choice of technique requires a good understanding of the basic principles. More importantly, such understanding may greatly improve the efficiency of a simulation program. The implementation of simulation methods is illustrated in pseudocodes and their practical use in the case studies used in the text.


Язык: en

Рубрика: Математика/Численные методы/Моделирование физических процессов/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: second edition

Год издания: 2002

Количество страниц: 638

Добавлена в каталог: 21.02.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
blank
Предметный указатель
Detailed balance, super-detailed balance      328 340
DeWitt,H.E.      236
Diaconis, P.      55
dielectric constant      303
Diffusion      87
Diffusion coefficient      88
Diffusion, algorithm      91 95
Diffusion, Andersen thermostat      147
Diffusion, case study      100 101
Diffusion, Lennard — Jones      100—102 147 155
Diffusion, Nose — Hoover thermostat      155
Diffusion, NVE simulations      102
Diffusive barrier crossing      443
Diffusivity      106
Dijkstra, E.J.      546 550
Dijkstra, M.      234 352 354 361 363
Ding,H.Q.      306 315
Dingle, R.B.      564
DiNola,A.      161 162
Dissipative particle dynamics (DPD)      465
Dissipative particle dynamics, case study      470
Dissipative particle dynamics, constant energy      473
Dissipative particle dynamics, example      473 474
Dodd,L.R.      51 358 359
DolLJ.D.      389
Doolen,G.D.      476 477
Duane, S.      398
Dunweg, B.      394 397
Dynamic Monte Carlo      31
Early rejection scheme      405
Eastwood, J.W.      6 75 292 310 311 314 550
Einstein crystal, algorithm      252
Einstein crystal, case study      256
Einstein crystal, free energy      244
Einstein crystal, free energy (constrained)      250
Einstein crystal, partition function      244
Einstein relation      88 513
Elastic constants      519
Elber,R.      84
Eldridge, M.D.      171
Electric susceptibility      510
Electrical conductivity      90 516
El’yashevich, A.M.      4
End-bridging Monte Carlo      357 360
Ensemble average      15
Ensemble average, canonical ensemble      23
Ensemble average, constrained dynamics      415
Ensemble average, generalized coordinates      51
Ensemble average, Nose — Hoover      149
Ensemble average, path ensemble      452
Ensemble average, Rosenbluth sampling      274
Ensemble, path ensemble      452
Entropy, definition      11
Eppinga, R.      119
Equation of state, case study      51 122 133 340
Equation of state, Lennard — Jones      51 122 133
Equation of state, Lennard — Jones chains      340
Equations of motion, accuracy      71 72
Equations of motion, algorithm      70 540—542
Equations of motion, Beeman algorithm      76
Equations of motion, energy conservation      72
Equations of motion, Euler algorithm      75
Equations of motion, example      485 487
Equations of motion, Hamiltonian      481 487
Equations of motion, Lagrangian      481 485
Equations of motion, Leap Frog algorithm      75
Equations of motion, Lyapunov instability      81
Equations of motion, memory      72
Equations of motion, multiple time step      424 426
Equations of motion, predictor-corrector algorithm      533
Equations of motion, reversibility      73
Equations of motion, speed      71
Equations of motion, velocity Verlet algorithm      75 426
Equations of motion, velocity-corrected Verlet algorithm      76
Equations of motion, Verlet algorithm      70
Ergodicity      17
Ergodicity, Monte Carlo technique      30
Ergodicity, trial moves      47
Ernst, M.H.      469 473 474
Erpenbeck, J.J.      111
Escobedo, EA.      235 357 374 397
Espanol, P.      467 469 473 474
Esselink, K.      306 307 314 315 361 362 403
Essmann, U.      311 313 314
Euler algorithm      75
Evans, DJ.      6 141
Evans, H.      329
Evans, R.      368
Ewald summation      292
Ewald summation, accuracy      304
Ewald summation, boundary conditions      303
Ewald summation, Coulombic interactions      292
Ewald summation, dielectric constant      301
Ewald summation, dipolar interactions      300
Ewald summation, example      314 318
Ewald summation, slab geometry      318
Ewald summation, two dimensions      316
Ewald,P.P.      292
example      xvii
Example, adsorption in zeolites      134
Example, adsorption of alkanes in zeolites      368
Example, alkanes      280
Example, chain molecules      396
Example, chemical potential chain molecules      280
Example, cluster moves      403
Example, colloids and polymers      363
Example, critical properties of alkanes      372
Example, dipolar spheres      330
Example, dissipative particle dynamics      474
Example, Ewald summation      314 318
Example, finite-size effects (Gibbs)      218
Example, Gibbs ensemble (dense liquids)      220
Example, Gibbs ensemble (ionic fluid)      221
Example, Gibbs ensemble (mixtures)      223
Example, Gibbs ensemble (polar fluid)      221
Example, Gibbs — Duhem integration      235 237
Example, grand-canonical ensemble      368
Example, Greengard and Rokhlin      314
Example, Hamiltonian      487
Example, hard spheres      237 261
Example, Henry coefficients in porous media      280
Example, histogram reweighting technique      394
Example, hydrodynamics      474
Example, Lagrangian      485
Example, methane      134
Example, mixture of hard disks      57
Example, orientational bias      330
Example, orientational bias of water      329
Example, parallel tempering      393 394 396 458
Example, phase equilibria      394
Example, polydispersity      237
Example, polymers      396
Example, Rosenbluth sampling      281
Example, self-consistent histogram method      394
Example, semigrand ensemble      231 237
Example, transition path sampling      458 460
Example, vapor-liquid equilibria      231
Example, zeolite      134 280
Exchange of particle, algorithm      132
Excluded volume map sampling      221
Exercise, Andersen thermostat      161
Exercise, configurational-bias Monte Carlo      384 386
Exercise, free energy      224
Exercise, Gibbs ensemble technique      224
Exercise, hard spheres      136
Exercise, Ising model      137
Exercise, Lennard — Jones      60 105
Exercise, molecular dynamics      105 161
Exercise, Monte Carlo      59—61 136 137
Exercise, Monte Carlo integration      59
Exercise, NPT ensemble      136
Exercise, NVT ensemble      161
Exercise, phase equilibrium      224
Exercise, photon gas      59
Exercise, statistical mechanics      20—22
Exercise, vapor-liquid equilibrium      224
Exercise, Widom method      224
Extended ensemble      390
External potential energy      276 337
FalcionLM.      386 393
Farago,O.      523
Fcc, free energy      261
Feller, W.      142
Fermi, E.      4
Ferrenberg, A.M.      181 183 395
Feynman,R.P      481
Fichthorn, K.A.      31
Fick’s law      87
Figueirido, F.      316
Filinov, V.S      111 128
Finite-size corrections, chemical potential      178
Finite-size effects, free energy      261
Finite-size effects, Ising model      219
Finite-size effects, Lennard — Jones (2d)      220
Fischer, J.      178 213
Fixman, M.      50 51
Flannery, B.P.      6 30 310 341 343 577 579 580
Flyvbjerg, H.      98 103 530
Force calculation, algorithm      68
Forrest, B.M.      398
Frantz,D.D.      389
Frauenkron, H.      286
Free energy, constrained Einstein crystal      250
Free energy, Einstein crystal      244
Free energy, exercise      224
Free energy, finite-size effects      261
Free energy, fixed center of mass      250
Free energy, lattice-coupling-expansion method      246
Free energy, lattice-switch Monte Carlo      262
Free energy, nonequilibrium work      196
Free energy, self-consistent histogram method      187
Free energy, solid      261
Freeman, D.L.      389
Frenkel, D.      3 37 43 119 168 171 176 178 202 204 216 218 224 226 227 234 236 243 244 245 246 256 257 258 260 261 262 267 270 271 282 285 331 341 354 361 363 364 365 372 374 375 382 394 396 405 439 447 450 462 466 469 477 522 523 529 567 570 571 573
Frisch,U.      476
Fugacity      229 364
Fugacity coefficient      562
Fugacity, fugacity fraction      229
Galli,G.      422
Garcia, A.L.      478
Garel,T.      283
Gauss — Legendre quadrature      260
Geissler, P.L.      462
GelattJr.,C.D.      389
Gelb,L.D.      134
Generalized coordinates      50
Generalized coordinates, ensemble average      51
Gerstner, E.      286
Geyer,C.J.      389
Gibbs ensemble technique, acceptance rule      372
Gibbs ensemble technique, algorithm      209
Gibbs ensemble technique, analyzing the results      214
Gibbs ensemble technique, case study      211
Gibbs ensemble technique, chain molecules      370
Gibbs ensemble technique, chemical potential      211
Gibbs ensemble technique, configurational-bias Monte Carlo      370
Gibbs ensemble technique, critical exponents      217
Gibbs ensemble technique, critical point      216
Gibbs ensemble technique, dense liquids      220
Gibbs ensemble technique, density evolution      213
Gibbs ensemble technique, dipolar hard-sphere fluid      222
Gibbs ensemble technique, example      218 220 221 223
Gibbs ensemble technique, excluded volume map sampling      221
Gibbs ensemble technique, exercise      224
Gibbs ensemble technique, finite-size effects      217 218
Gibbs ensemble technique, free energy      565
Gibbs ensemble technique, free energy density      563
Gibbs ensemble technique, ionic fluid      221
Gibbs ensemble technique, law of rectilinear diameters      217
Gibbs ensemble technique, Lennard — Jones fluid      214
Gibbs ensemble technique, mixtures      223
Gibbs ensemble technique, partition function      204
Gibbs ensemble technique, polar fluid      221
Gibbs ensemble technique, probability density      204
Gibbs ensemble technique, restricted primitive model      221
Gibbs ensemble technique, saddle point theorem      564
Gibbs ensemble technique, scaling law      217
Gibbs ensemble technique, schematic sketch      205
Gibbs ensemble technique, Stockmayer fluid      222
Gibbs ensemble technique, thermodynamic limit      564
Gibbs ensemble, acceptance rule      205
Gibbs free energy      118
Gibbs — Duhem integration, example      235 237
Gibson, J.B.      4
Gillilan,R.E.      73 82 83
Gilmer, G.H.      244
Glandt, E.D.      202 225 229 231 233 238
Glosiy.      311 315
Goddard III, W.A.      306 315
Goland,A.N.      4
Goldstein, H.      17 481 484
Goodbody, S.J.      135
Gordon, P.A.      374
Gould, H.      6
Grand-canonical ensemble, case study      133
Grand-canonical ensemble, chain molecules      366
Grand-canonical ensemble, justification of the algorithm      130
Grand-canonical ensemble, Monte Carlo technique      126
Grand-canonical ensemble, schematic sketch      128
Grassberger, P.      283 285 286
Gray,C.G.      422
Gray,S.G.      236 243
Gray,S.K.      494
Green — Kubo relation      90 513
Greengard and Rokhlin, example      314
Greengard,L.      292 306
Greenkorn, R.A.      128
Gregg, S.J.      368
Grest,G.S.      374
Griffiths, R.B.      270
Groot, R.D.      467 469 471 474 475
Grzybowski, A.      316 317
Gubbins, K.E.      52 53 54 55 57 123 133 134 145 146 179 213 231 422 575
Gude,M.      373
Gwozdz, E.      316 317
Haag,W.O.      234
HaakJ.R.      161 162
Hagen, M.H.J.      234 469 477
Haile,J.M.      6
Halley,J.W.      423
Hamersma, P.J.      474
Hamilton formalism, statistical mechanics      488
Hamiltonian      23 481
Hamiltonian (non-) system, Liouville theorem      496
Hamiltonian, example      487
Hansen, J.-P      84 90 98 236 292 354 361 363 422 509 582
Hard spheres, case study      256
Hard spheres, chemical potential      257
Hard spheres, equation of state      257
Hard spheres, example      237 261
Hard spheres, exercise      136
Hard spheres, free energy (finite-size effects)      261
Hard spheres, free energy solid      261
Hard spheres, freezing      237
Hard spheres, solid-liquid phase equilibrium      256
Harismiadis, V.I.      223
Harmonic oscillator, Andersen thermostat      155
Harmonic oscillator, case study      155 157
Harmonic oscillator, Nose — Hoover chains      157
Harmonic oscillator, Nose — Hoover thermostat      155
1 2 3 4 5
blank
Реклама
blank
blank
HR
@Mail.ru
       © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024
Электронная библиотека мехмата МГУ | Valid HTML 4.01! | Valid CSS! О проекте