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| Ïîèñê ïî óêàçàòåëÿì |
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| Borówko M. (ed.) — Computational Methods in Surface and Colloid Science |
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| Ïðåäìåòíûé óêàçàòåëü |
Adsorption at aqueous interfaces 362 365—367 369 377
Adsorption at solid surfaces 57—60 245—280 388 389 392 395 398 401 404 405 407 415 532—537 569—580 851 865 869 870 881 907
Adsorption energy distribution function (AEDF) 246 247 251—254 257 260 278
Adsorption in disordered porous media 293—343
Adsorption of associating fluids 168 170 171 182—186 207 208 211 219 220 225 228 230 231 238
Adsorption of polymers 532—537 555—558 565 569—581 587
Adsorption on charged surfaces 803 812 833 839
Adsorption transition 558 571—574
Adsorption, contact 365 366 367
Adsorption, dissociative 377 440 441 443
Adsorption, isosteric heat of 263 441 445 446 453
Adsorption, isotherm of 225 230 231 246 247 255 256 263—265 267 306 313 318 322 441 532 533 803
Adsorption, kinetics of 439—477
Adsorption, nondissociative 463—470
Adsorption, precursor mediated 441 470—472
Adsorption, quantum effects 77—123
Aggregation 510 636 651 745 746 767
Aggregation, diffusion-limited (ADL) 886 888
Aggregation, number 636 651 653 654
Alexander model 657 669
Alloys 88 907
Amphiphiles 631—673 686—688 721—724 see
Associating fluids 168—238 342
Association 168—238 321
Association, constant 197
Association, degree 180
Associative potentials 167 171 194
Ballone — Pastore — Galli — Gazillo approximation (BPGG) 149
Bead-spring model 495 496 563—569 605
Bifurcation analysis 686 724—730
Bifurcation line 686 724—726
Bond fluctuation model (BFM) 495 496 515 517 519 563 646
Born — Green — Yvon hierarchy (BGY) 139 140 142 145 151 294 330 332 333
Born — Oppenheimer approximation 82
Born — Oppenheimer potential surface energy 348 485
Bose statistics see "Quantum statistics"
Bose — Einstein condensation 94
Brownian dynamics 3 343 563 749 765—767 815 907
Butler — Volmer law 368
Capacitance, differential 801 803 804 820 822 825—827 831 833 834 840
Capillary condensation, association effects on 167 171 222—228
Car — Parinello method 82 853 907
Carnahan — Starling equation 144 150 153 198 213 218 234 320 336
Catalytic reactions 387—430
Cavity function 141 142 173 176 199—201 214 331
Cavity function, generalized 151
Chaos 907
Chapman — Kolmogoroff equation 24
Chemically reacting fluids see "Associating fluids"
Clausius' virial 30
Coarse-grained models 482 515 556 563 597 637 643
Coarse-grained thermodynamics 14—16
Colloidal suspensions see "Colloids"
Colloids 3 154 294 295 308 309 311 342 745—769
Compressibility, equation 215
Compressibility, isothermal 264 266 267 301 513 815
Compressibility, isothermal, transverse 16 44
Computed adsorption energy distribution in monolayers (CAEDMON) 247
Computer simulation see "Monte Carlo method" "Molecular
Convolution integrals 141
Correlation functions 19—21 41—42 139 155 174—176 177 179 195 196 201 206 293 300 301 331 332 336 338 350 441 749 756
Correlation, blocking 301 302 308 321
Correlation, connected 301 322
Correlation, direct (DCF) 100 139 150 155 156 159 171—175 177 179 190 196 302 308 321 322 332
Correlation, indirect 139
correlation, partial 195 196 201 205
Critical exponents 63 84 112 267 394 397 422 429 521—523 530 532 862
Critical micelle condensation (CMC) 651—653
Critical phenomena 78 388 393 510
Crossover exponent 573
Crystal growth 851—906
Crystal growth of ice 376
Crystal growth, Bridgman 852 903 904
Crystal growth, cluster 852 884
Crystal growth, Czochralski 852 903 904
Crystal growth, diffusion-limited aggregation 888
Crystal growth, diffusional 852 895 896
Crystal growth, Epitaxial 82 871 879
Crystal growth, eutectic 852 900 901
Crystal growth, fractal 886
Crystal growth, kinetics of 851 860 863
Crystal growth, phenomenological models of 855
Crystal growth, spiral 871 873 882
Cummings — Stell theory 178 184 186
Cumulant analysis 84—85 see
Cumulants 84—86 88 120 121
Curvatures, Gaussian 668 670 688—690 696 698—700 730—737
Curvatures, mean 668 670 688—690 696 698—700 703 730—737
Debye length 367 802 814 815 817 833 835
Debye — Huckel law 814
Density functional theory 9 99—101 477 487 757 807 857 858
Density functional theory of associating fluids 167 168 171 190 211—228
Density-alignment distribution 36 37 40 41
Depletion forces 9
Derjaguin approximation 8—11
Derjaguin — Landau — Verwey — Overbeek theory (DLYO) 148 157 567 757
Desorption 389 392 404 405 417 418 421 439—177 851 869 881 908
Dewetting 555 556 558 614—623 852 895
Diffuse layer 367 828 830 831
Diffusion 391 392 400 408 412 413 416 429 430 444 463 468 474 489 490 491 495 496 502 545—547 576 577 584 600 765 779 780 852 853 855 868 877 880—885 888 903
Diffusion coefficient 350 372 487 489 502 545—547 605 611 749 861 895
Diffusion constant 482 496 545 579 587 873 895 901
Diffusion equations 399 402 853 862 891
Diffusion surface 398 399 414 439 441 469 475 851 861 868 871 880 914
Diffusion terrace 873
Diffusion, self-diffusion coefficient 361 362 369 376
Diffusion, sliding 905
Disordered porous systems see "Random porous media"
Double layer 348 358 365 367 799—846
Duh — Haymet — Henderson approximation (DHH) 146 160 161 162
Dynamic exponents 396 397
Elastic modulus 493 497
Electrical double layer see "Double layer"
Electro-osmosis 775 778 785—789 793 794
Electrocapillary curve 803
Electrochemical double layer see "Double layer"
Electrolyte solutions 365—368 790—794 802 803 805 812—817 see
Embedded atom method (EAM) 855 857 908
Epidemic analysis 395 397
Equilibrium theory of confined phases 3—21
Euler characteristic 668 669 689 696 700 701 711—717 731
Fermi statistics see "Quantum statistics"
Field theory (FT) 805—807 846
Field theory (FT) of ionic solutions 812—817
Finite-size scaling theory see "Scaling"
Finitely extendible nonlinear elastic potential (FENE) 519 564 592 608
Flory exponent 528 531 603
Fluctuations 44 53 300 361 394 395 401 423 658 660 661 665 672 861 862 866 872 880 896 909
Fluctuations, quantum 112 116 776
Fluctuations, topological 685 711—712
Fluid lamella 5
Force expressions 31 49
Force field 485—487
Fourier transform 141 155 156 215 635 691
Fourier — Bessel transform 83
Fractal 397 398 852 869 886 888 892 896 909
Fractal dimension 888
Freezing 98 99 140 376 672 745 747 753 757 760 767 854 867 898
Freezing surface-induced 49
Gay — Berne fluid 35—37 40 41 662
Genus 700 701 708
Gibbs — Duhem equation 12 14 16
Gibbs' fundamental relation 6
Ginzburg — Landau models 631 638—640 666—667 685—739 878
Ginzburg — Landau models, equation 861 875 878
Ginzburg — Landau models, extended 686 720—724
Ginzburg — Landau theories see "Ginzburg — Landau models"
Glass 373—375 499—505
Gouy — Chapman theory 358 367 799 800 803—805 819 825—828 830 831 833 836 840 846
Gouy — Chapman theory, nonlinear (NLGC) 799 802 821—827 839 840
| Growth exponent 398 526
Hamiltonian 92 95 98 100 101 110 113—115 255 269 272 277 443 448 470 473 512 645 656 658 660 664 802 804 806—812 815 817 818 835 836 846 858 859 864
Hard-sphere fluids 3 35 140 144 161 211 234 294 305—307 312 319—322
Hard-sphere fluids, associating 178 197 216
Hard-sphere potential 137 179 321 750
Henderson — Abraham — Barker equation (HAB) 158—160
Henderson — Abraham — Barker equation (HAB), associative extension 170
Heterogeneity Investigation at Loughborough by a Distribution Analysis (HILDA) 247
Homogeneity of thermodynamic potentials 11
Hydrogen bonds 348—350 354 355 357 361 362 368 369 371 373 379 493 637 638 662
Hypernetted chain approximation (HNC) 9 141 142 144 146 149 157 159—162 303 305 321 322 325 326 330 802
Hypernetted chain approximation (HNC), first-order (HNC1) 172 173 175—177 180—182 187 190 191
Hypernetted chain approximation (HNC), hydrostatic (HHNC1) 191
Hypernetted chain approximation (HNC), reference (RHNC) 149
Hypernetted chain approximation (HNC), second-order (HNC2) 175 186 333 336 802
Inhomogeneous fluids 158—160
Inhomogeneous fluids, associating 167—238
Inhomogeneous fluids, partly quenched 293 330—337
Integral equations 9 135—163
Integral equations for associating fluids 171—211
Integral equations for partly quenched systems 293—346
Integral equations, geometrically based hierarchy 151—154
Interfaces, aqueous 355—378
Interfaces, charged 802 805—808 817—846
Interfaces, electrified see "Interfaces charged"
Interfaces, electrochemical 358—369
Interfacial tensions 7 18 266 284 285 600 636 652 659 803
Ionic clusters 790 791 793
Ionic solutions see "Electrolyte solutions"
Irreversible phase transitions see "Surface chemical reactions"
Ising model 89 150 265 266 272 283 428 655 660 855 858 910
Kardar — Parisi — Zhang model (KPZ) 398—401 406—408 412 416 418 421—424 851 861 862 910
Kierlik — Rosinberg theory 211 212
Kinetics of adsorption, desorption 439—477
Kinetics of crystal growth 851 860 861 863—888
Kinetics of dewetting 620
Kinetics of living polymer 539—544
Kinetics of phase separation 636 638 651 662
Kinetics of shear-induced phase transitions 662
Langmuir kinetics 465 466
Langmuir monolayers 645 648 663
Langmuir — Hinshelwood mechanism 392 415 419 421 423
Larson model 643—645 647 653
layering 277—279 314
Lennard — Jones fluids 30 31 42 100 107 146 161 191 307 761 767 781 786 790
Lennard — Jones fluids, associating 199 201—204 219—233 235—237
Lennard — Jones potentials 31 82 83 107 115 137 144 199 200 219 229 230 255 306 354—356 365 369 373 486 496 519 647 648 760 785 858 910
Levy exchange mechanism 428 429
Lie group 800 835 836 842 843
Lifshitz line 692
Lipid bilayers 642 648
Liquid bridge 60 64
Liquid crystal 29 35 911
Lovett — Mou — Buff — Wertheim equation (LMBW) 160 200 201 330 331
Macroscopic director 28
Markov process 21—26 440 463 474 561 752
Martynov — Sarkisov approximation (MS) 149
Mathieu equation 117 118
Maximum entropy method 102 104
Mean spherical approximation (msa) 146 148 160 306 307 338 805
Mean spherical approximation (MSA), extended (EMSA) 180—182
Mean spherical approximation (MSA), site-site extended (SSEMSA) 180
Mean-field approximation (MFA) 63 99 100 103 104 107 119 120 248 285 296 306 307 390 509 510 511 520—522 526 530 390 531 539 543 548 658 661 685 692 709 710 721—722 729 802 807—814 821 835 846 854 864 865 879
Membranes 712
Membranes, biological 535 578 633 636
Membranes, permeable 311 312 341
Membranes, semi-permeable 233—237 775—795
Metropolis method 25 349 503 512 514 517 562 564 669 752
Micelles 509—549 636—638 642 647 651—654 686
Micelles, critical condensation of (CMC) 651—653
Micelles, giant wormlike (GM) 509—511 517 519 526 529 531 537 538 544 547—549
Microemulsions 635 668 659 661 685—743
Microemulsions, structure of 730—737
Microporous matrices see "Random porous media"
Microscopic director 28 29
Microscopic reversibility 24
Modified Meister — Kroll theory 167 214—216
Modified Verlet approximation (MY) 146 149 154 159 160 162
molecular beam epitaxy (MBE) 855 880 884—886 911
Molecular Dynamics 22 249 260 268 348 349 355 377 378 485—505 519 556 569 637 749 757 767 853 855
Molecular dynamics, nonequilibrium (NEMD) 51
Molecular dynamics, osmotic 782—786
Molecular weight distribution (MWD) 510 511 514 519 522—526 528 537 541 548
Monte Carlo simulations 1 21—29 53 60 77 78 84—91 97 98 153 167—169 171 191 211 216 228—233 249 268 269 273 279 312—320 333—336 342 348 349 355 377 378 391—430 412 440 476 481 488 499—505 511—519 529 531 532 535 545 556 558 559—569 573 581 608 615 640 647 649 657 658 660 662 668 669 690 710—721 749 751—753 757 763 765 802 853 857 863 874 882 905
Monte Carlo simulations, osmotic 233—237 780—782 785
Monte Carlo simulations, path integral (PIMC) 78 80 91—99 102—106 113 114 117 119—123
Morse potential 564 565 592
Navier — Stokes equations 666 903 904 911
Nonuniform fluids see "Inhomogeneous fluids"
Nucleation 273 851 865—867 902 912
Order parameters 84 115 116 119 393 394 510 513 638 639 666 688—740
Order parameters, passim 749 762 769 865 868
Orientational bias 28
Ornstein — Zernike equations (OZ) 141 148 150 154 155 158 160 162 308 313 321 see
Ornstein — Zernike equations (OZ), inhomogeneous (IOZ) 160 174 178 179 190
Ornstein — Zernike equations (OZ), multidensity 169 194—196 200 201 205 207
Ornstein — Zernike equations (OZ), second-order (OZ2) 161 162 331
Oscillatory behavior in reactions see "Surface reactions"
Osmosis 775—779
Osmosis, reversed 775 777—779 784—786 790 793
Osmotic pressure 776 780 781
Ostwald-ripening 867 886
Pair distribution functions 20 58 138—140 199 202 214 300 303 331
Pairwise additivity 136 138 640
Partly quenched systems 293—346 see
Partly quenched systems, ionic 293 337—341
Path Integral Monte Carlo see "Monte Carlo method"
Percolation 394 422 428—430
Percus — Yevick approximation (PY) 103 142 144—146 148 149 151 157 160 162 179 197 190 206 207 214 215 302 303 305 308 313 314 318 319 321 322 325 330 332
Percus — Yevick approximation (PY), first-order (PY1) 173 175 176 180—183 187 188 190
Percus — Yevick approximation (PY), second-order (PY2) 175 186 188 333 336
Phase diagrams 64 78 81 98 101 106 119 228 269—271 633—636 644 649 660—662 671—672 685 709 710 749 755 759 900 912
Phase transitions 1 3 49—66 78—82 84—88 98—123 261—286 295 304 359 364 557 635—639 658 662 665 686 712 714—720 755 760 763 764 854 878 912
Phase transitions, commensurate-incommensurate 5 79 81 261 262 273—276
Phase transitions, herringbone 78 110
Phase transitions, microemulsion-lamellar 714—720
Phase transitions, shear-induced 49—56 662
Phase, bicontinuous 633 686 687 709
Phase, columnar 762 763
Phase, cubic 687 692 696
Phase, diamond 692 696 727
Phase, ferromagnetic 98—104 106
Phase, gyroid 633 635 643 644 696 702 706 708 710 727
Phase, hexagonal 633 635 644 687 692 727
Phase, lamellar 633 635 642 644 646 660—662 686 687 692 714 716 720 727
Phase, nematic 29 35 762 763 911
Phase, paramagnetic 98—104 106
Phase, smectic 40 762 763 913
Phase, tilted 636
Phase-field piodels 851 853 855 877—879 904 912
Pink model 664
Poisson equation 361 802 804 810 818 821
Poisson — Boltzmann theory 802 805
Polydisperse fluids 154—157
Polydispersity 154 157 548 747 759 760 763
Polymer crystals 905
Polymer glasses 481 499—505
Polymer melts 481 493—499 511
Polymer networks 481 493—499
Polymerization see "Polymers living"
Polymers 481—623 905 912
Polymers in random porous media 600—614
Polymers in solutions 492—493 555 558 594—600
Polymers, dense 481—506 905
Polymers, equilibrium (EP) 509—549
Polymers, living (LP) 509—511 526 529 532—537 539 544 548 549
Potential of mean force (PMF) 308 309 311 805
Potts model 512 664 665
Prewetting 219—228 230 233 278
Principle of detailed balance 24 28 464 752 864 882
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