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Haile J.M. — Molecular Dyanmics Simualtion: Elementary Methods
Haile J.M. — Molecular Dyanmics Simualtion: Elementary Methods



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Íàçâàíèå: Molecular Dyanmics Simualtion: Elementary Methods

Àâòîð: Haile J.M.

Àííîòàöèÿ:

Written especially for the novice, Molecular Dynamics Simulation demonstrates how molecular dynamics simulations work and how to perform them, focusing on how to devise a model for specific molecules and then how to simulate their movements using a computer. This book provides a collection of methods that until now have been scattered through the literature of the last 25 years. It reviews elements of sampling theory and discusses how modern notions of chaos and nonlinear dynamics explain the workings of molecular dynamics.


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1997

Êîëè÷åñòâî ñòðàíèö: 512

Äîáàâëåíà â êàòàëîã: 26.09.2009

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Errors in trajectories, systematic      143 220
Errors in trajectories, systematic      143 220
Euler's method      150—151 154—155 157 180
Euler's method      150—151 154—155 157 180
Euler's method as basis for simple predictor-corrector      159—160
Euler's method as basis for simple predictor-corrector      159—160
Euler's method, modified      155 180
Euler's method, modified      155 180
Expansivity      243 269
Expansivity      243 269
Expansivity of water      357
Expansivity of water      357
Face-centered-cubic (fcc)      113 115—120 130 202 418 446
Face-centered-cubic (fcc)      113 115—120 130 202 418 446
Fick's law of diffusion      296 299
Fick's law of diffusion      296 299
Finite-difference methods      148—187
Finite-difference methods      148—187
Finite-difference methods predictor-corrector      159—163 185 220
Finite-difference methods predictor-corrector      159—163 185 220
Finite-difference methods, assessing performance of      172—179
Finite-difference methods, assessing performance of      172—179
Finite-difference methods, Euler      150—151 154—155 157 180
Finite-difference methods, Euler      150—151 154—155 157 180
Finite-difference methods, Gear      160—165 172—177 183 202 387—389 448—452
Finite-difference methods, Gear      160—165 172—177 183 202 387—389 448—452
Finite-difference methods, multistep      152 160
Finite-difference methods, multistep      152 160
Finite-difference methods, one-step      152 160
Finite-difference methods, one-step      152 160
Finite-difference methods, order of      151
Finite-difference methods, order of      151
Finite-difference methods, Runge — Kutta      157 181 186
Finite-difference methods, Runge — Kutta      157 181 186
Finite-difference methods, stability of      153—157 177 180—181 185—186 220
Finite-difference methods, stability of      153—157 177 180—181 185—186 220
Finite-difference methods, Stoermer      158
Finite-difference methods, Stoermer      158
Finite-difference methods, Verlet      158—159 164 173—177 181—184
Finite-difference methods, Verlet      158—159 164 173—177 181—184
Fluctuation-regression hypothesis      297—299
Fluctuation-regression hypothesis      297—299
Fluctuations and transport coefficients      296—299
Fluctuations caused by truncating potential      192
Fluctuations caused by truncating potential      192
Fluctuations cross      240—241
Fluctuations cross      240—241
Fluctuations in configurational internal energy      208 209 236—237 271
Fluctuations in configurational internal energy      208 209 236—237 271
Fluctuations in energy      192 234—235
Fluctuations in energy      192 234—235
Fluctuations in kinetic energy      61 206 236—237
Fluctuations in kinetic energy      61 206 236—237
Fluctuations in order parameter      118—119 131 211
Fluctuations in order parameter      118—119 131 211
Fluctuations in pressure      209 230—231 238
Fluctuations in pressure      209 230—231 238
Fluctuations in properties      60—62 71 131 207 212 271
Fluctuations in properties      60—62 71 131 207 212 271
Fluctuations in reciprocal kinetic energy      236—237
Fluctuations in reciprocal kinetic energy      236—237
Fluctuations in temperature      209 271
Fluctuations in temperature      209 271
Fluctuations, effect of system size on      207—208
Fluctuations, effect of system size on      207—208
Flux      296 333
Flux      296 333
Force for ODHO      43—44
Force for ODHO      43—44
Force, conservative      12 42 193
Force, conservative      12 42 193
Force, dissipative      47
Force, dissipative      47
Force, gravitational      27
Force, gravitational      27
Force, intermolecular      12 190 193
Force, intermolecular dispersion      190
Force, intermolecular dispersion      190
Force, intermolecular in periodic systems      85 194
Force, intermolecular in periodic systems      85 194
Force, intermolecular overlap      190
Force, intermolecular overlap      190
Force, intermolecular shifted      192
Force, intermolecular shifted      192
Force, intermolecular truncated      191—192
Force, intermolecular truncated      191—192
Force, intermolecular, Lennard-Jones      190
Force, intermolecular, Lennard-Jones      190
Force, mean-square      233—234 269 323
Force, mean-square      233—234 269 323
Force-field calculations      1
Force-field calculations      1
Fourier's law of heat conduction      296
Fourier's law of heat conduction      296
Free energy      63 243—244 304—305 see
Fundamental equation      103 244 246 343 346—347
Fundamental equation      103 244 246 343 346—347
Gamma function      342
Gamma function      342
Gas constant      462
Gas constant      462
Gaussian distribution      65—66 69—70 272 325 361 see
Gaussian distribution      65—66 69—70 272 325 361 see
Gaussian distribution for diffusion      297 320
Gaussian distribution for diffusion      297 320
Gaussian distribution, Box — Muller procedure for      117 143
Gaussian distribution, Box — Muller procedure for      117 143
Gaussian distribution, central limit theorem and      78 98 143
Gaussian distribution, central limit theorem and      78 98 143
Gaussian distribution, test for      136—137 214 219
Gaussian distribution, test for      136—137 214 219
Gear algorithm      see also "Finite-difference methods" "Gear"
Gear algorithm      see also "Finite-difference methods" "Gear"
Gear algorithm compared with Verlet      164—165 172—177 182—183
Gear algorithm compared with Verlet      164—165 172—177 182—183
Gear algorithm, parameters for      162 444—445
Gear algorithm, parameters for      162 444—445
Gear algorithm, stability bound of      220
Gear algorithm, stability bound of      220
Gibbs free energy      244 304—305 see
Gibbs free energy      244 304—305 see
Gradient operator      12 233 470
Gradient operator      12 233 470
Green — Kubo relations      298—301
Green — Kubo relations      298—301
Green — Kubo relations for longitudinal viscosity      298
Green — Kubo relations for longitudinal viscosity      298
Green — Kubo relations for mutual diffusion coefficient      304
Green — Kubo relations for mutual diffusion coefficient      304
Green — Kubo relations for self-diffusion coefficient      298 302—303 321 326
Green — Kubo relations for self-diffusion coefficient      298 302—303 321 326
Green — Kubo relations for shear viscosity      298 305
Green — Kubo relations for shear viscosity      298 305
Green — Kubo relations for thermal conductivity      301
Green — Kubo relations for thermal conductivity      301
Grueneisen parameter      243
Grueneisen parameter      243
H-function definition      67 181
H-function use in equilibration      120—123 131 144 168—172 184 205 211 221—222
H-function use in equilibration      120—123 131 144 168—172 184 205 211 221—222
H-function, calculation of      395 434—435 456
H-Theorem      67
H-Theorem      67
Hamiltonian dynamics      40—42
Hamiltonian dynamics      40—42
Hamiltonian function      40—42 49—50 225 341
Hamiltonian function      40—42 49—50 225 341
Hard spheres      104—147
Hard spheres      104—147
Hard spheres pressure      126—130 132 135 138—139 144—145
Hard spheres pressure      126—130 132 135 138—139 144—145
Hard spheres, collision interval of      143 322
Hard spheres, collision interval of      143 322
Hard spheres, collision of      105—108
Hard spheres, collision rate of      145 322
Hard spheres, collision rate of      145 322
Hard spheres, collision time of      108—112 142
Hard spheres, collision time of      108—112 142
Hard spheres, equation of state      129
Hard spheres, equation of state      129
Hard spheres, equilibration of      117—123
Hard spheres, equilibration of      117—123
Hard spheres, initialization of      115—117
Hard spheres, initialization of      115—117
Hard spheres, isothermal compressibility of      146
Hard spheres, isothermal compressibility of      146
Hard spheres, one-dimensional      106 147 167 350—352
Hard spheres, one-dimensional      106 147 167 350—352
Hard spheres, phase diagram of      129
Hard spheres, phase diagram of      129
Hard spheres, Poincare recurrence time for      100
Hard spheres, Poincare recurrence time for      100
Hard spheres, postcollision velocities of      107 114
Hard spheres, postcollision velocities of      107 114
Hard spheres, potential energy function for      104—105
Hard spheres, potential energy function for      104—105
Hard spheres, radial distribution function of      430—433
Hard spheres, radial distribution function of      430—433
Hard spheres, second virial coefficient for      144
Hard spheres, second virial coefficient for      144
Hard spheres, self-diffusion coefficient of      303 322—323 326
Hard spheres, self-diffusion coefficient of      303 322—323 326
Hard spheres, simulation algorithm for      113—115
Hard spheres, simulation algorithm for      113—115
Hard spheres, simulation code for      411—437
Hard spheres, simulation code for      411—437
Hard spheres, velocity distribution for      434—435
Hard spheres, velocity distribution for      434—435
Hard spheres, viscosity of      306—310 324—325
Hard spheres, viscosity of      306—310 324—325
Harmonic oscillator, one dimensional (ODHO)      6 21 43—45 47 165
Harmonic oscillator, one dimensional (ODHO)      6 21 43—45 47 165
Harmonic oscillator, one dimensional (ODHO), analytic expressions for motion of      94
Harmonic oscillator, one dimensional (ODHO), analytic expressions for motion of      94
Harmonic oscillator, one dimensional (ODHO), correlation coefficient for position of      102
Harmonic oscillator, one dimensional (ODHO), correlation coefficient for position of      102
Harmonic oscillator, one dimensional (ODHO), ergodicity of      53
Harmonic oscillator, one dimensional (ODHO), ergodicity of      53
Harmonic oscillator, one dimensional (ODHO), Euler's method applied to      150 154—155 180
Harmonic oscillator, one dimensional (ODHO), Euler's method applied to      150 154—155 180
Harmonic oscillator, one dimensional (ODHO), Hamilton's equations for      45
Harmonic oscillator, one dimensional (ODHO), Hamilton's equations for      45
Harmonic oscillator, one dimensional (ODHO), modified Euler's method applied to      155—156 180
Harmonic oscillator, one dimensional (ODHO), modified Euler's method applied to      155—156 180
Harmonic oscillator, one dimensional (ODHO), Newton's equations for      43—44
Harmonic oscillator, one dimensional (ODHO), Newton's equations for      43—44
Harmonic oscillator, one dimensional (ODHO), phase-plane trajectory of      43—45 94—95 156
Harmonic oscillator, one dimensional (ODHO), phase-plane trajectory of      43—45 94—95 156
Harmonic oscillator, one dimensional (ODHO), predictor-corrector applied to      159—160
Harmonic oscillator, one dimensional (ODHO), predictor-corrector applied to      159—160
Harmonic oscillator, one dimensional (ODHO), velocity autocorrelation function of      282—283
Harmonic oscillator, one dimensional (ODHO), velocity autocorrelation function of      282—283
Harmonic oscillator, two dimensional      47—49 97—98
Harmonic oscillator, two dimensional      47—49 97—98
Harmonic oscillator, two dimensional, analytic expressions for motion of      97
Harmonic oscillator, two dimensional, analytic expressions for motion of      97
Heat capacity, isobaric      243 269 463
Heat capacity, isobaric      243 269 463
Heat capacity, isometric      234—236 245—246 272 345—346 352 463
Heat capacity, isometric      234—236 245—246 272 345—346 352 463
Heat capacity, residual isometric      237 270 272
Heat capacity, residual isometric      237 270 272
Helmholtz free energy      244
Helmholtz free energy      244
Hydrodynamic theory for long-time tails of stress autocorrelation function      306
Hydrodynamic theory for long-time tails of stress autocorrelation function      306
Hydrodynamic theory for long-time tails of velocity autocorrelation function      290
Hydrodynamic theory for long-time tails of velocity autocorrelation function      290
Ideal gas      4 28—29 98 321
Ideal gas      4 28—29 98 321
Ideal gas as reference substance      254—260
Ideal gas as reference substance      254—260
Ideal gas, definition of      28 98
Ideal gas, definition of      28 98
Ideal gas, equation of state for      4 28 103 335
Ideal gas, equation of state for      4 28 103 335
Ideal gas, phase space of      45—46 102—103
Ideal gas, phase space of      45—46 102—103
Ideal simulation      21
Ideal simulation      21
Ideal solution      33 304—305
Initial-value problem      148
Initial-value problem      148
Initialization for hard spheres      113 115—117 413—415
Initialization for hard spheres      113 115—117 413—415
Initialization for soft spheres      198—204 380—381 440—441
Initialization for soft spheres      198—204 380—381 440—441
Intermolecular potential      see "Potential energy intermolecular"
Intermolecular potential      see "Potential energy intermolecular"
Internal energy      see "Energy"
Internal energy      see "Energy"
Jack and Jill      464
Jack and Jill      464
Joule — Thomson coefficient      243 269
Joule — Thomson coefficient      243 269
k-flow      51 53—54 59
k-flow      51 53—54 59
KAM motion      49—51
KAM motion      49—51
Lagrange stability criterion      185—186
Lagrange stability criterion      185—186
Lagrangian mechanics      42
Lagrangian mechanics      42
Langevin equations of motion      18 37
Langevin equations of motion      18 37
Laplace transform      341—342 351 470
Laplacian operator      233 470
Laplacian operator      233 470
Large numbers, law of      464
Large numbers, law of      464
Lattice dynamics      1
Lattice dynamics      1
Least squares      270 362—364
Least squares      270 362—364
Leibnitz rule      321
Leibnitz rule      321
Length of run      see "Duration of simulations"
Length of run      see "Duration of simulations"
Lennard-Jones one-dimensional substance, ergodicity of      170—171
Lennard-Jones one-dimensional substance, ergodicity of      170—171
Lennard-Jones one-dimensional substance, exercises using      181 183—184
Lennard-Jones one-dimensional substance, exercises using      181 183—184
Lennard-Jones one-dimensional substance, potential function of      168
Lennard-Jones one-dimensional substance, simulation code for      378—398
Lennard-Jones one-dimensional substance, used to compare algorithms      163—165 173—174
Lennard-Jones potential function      189—190 218
Lennard-Jones potential function      189—190 218
Lennard-Jones potential function for argon      462
Lennard-Jones potential function for argon      462
Lennard-Jones potential function reduced form      199
Lennard-Jones potential function reduced form      199
Lennard-Jones potential function shifted-force      192 207
Lennard-Jones potential function shifted-force      192 207
Lennard-Jones potential function, force from      190
Lennard-Jones potential function, force from      190
Lennard-Jones potential function, Laplacian of      234
Lennard-Jones potential function, Laplacian of      234
Lennard-Jones potential function, parameters in      190 462
Lennard-Jones potential function, parameters in      190 462
Lennard-Jones potential function, round-off error in evaluating      180
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