Gompper G., Schick M. — Self-Assembling Amphiphilic Systems :: Электронная библиотека попечительского совета мехмата МГУ

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

Авторизация

Поиск по указателям

Gompper G., Schick M. — Self-Assembling Amphiphilic Systems

Обсудите книгу на научном форуме

Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter

Название: Self-Assembling Amphiphilic Systems

Авторы: Gompper G., Schick M.

Аннотация:

This series of publications was first planned by Domb and Green in 1970. During the previous decade the research literature on phase transitions and critical phenomena had grown rapidly and, because of the interdisciplinary nature of the field, it was scattered among physical, chemical, mathematical and other journals. Much of this literature was of ephemeral value, and was rapidly rendered obsolete. However, a body of established results had accumulated and the aim was to produce articles that would present a coherent account of all that was definitely known about phase transitions and critical phenomena, and that could serve as a standard reference, particularly for graduate students.

Язык:

Рубрика: Химия/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1994

Количество страниц: 181

Добавлена в каталог: 19.03.2006

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

$C_{10}E_{5}$ -decane-water mixtures      9 12
$C_{10}E_{5}$ -octane-water mixtures      11
$C_{12}E_{5}$       156
$C_{12}E_{5}$ -octane-water mixtures      19
$C_{12}E_{5}$ -water mixture      75 72 76 120
$C_{12}E_{6}$       156
$C_{12}E_{6}$ -decane-water mixtures      9 12 15
$C_{12}E_{8}$ -water mixtures      72
$C_{4}E_{1}$ -decane-water mixtures      9 12
$C_{4}E_{1}$ -octane-water mixtures      92
$C_{5}E_{2}$ -octane-water mixtures      94
$C_{6}E_{2}$ -octane-water mixtures      92
$C_{6}E_{3}$ -cyclohexane-water-formamide mixtures      10
$C_{6}E_{3}$ -decane-water mixtures      9 12
$C_{6}E_{3}$ -octane-water mixtures      94
$C_{8}E_{3}$ -octane-water mixtures      92
$C_{8}E_{4}$ -octane-water mixtures      94
$C_{i}E_{j}$ (n-alkyl polyglycol ethers) defined      5
phase      5 13 115—121 164
phase, light-scattering data      118
AB diblock copolymer      165—166
ABA triblocks      166
Affine connection      166
Alexander model      27—28 58 58—59
Amphiphile bilayers, elastic properties      127—128
Amphiphile-amphiphile interaction      124
Amphiphile-amphiphile structure function      17 43 48 49 119
Amphiphilic systems, membrane approach      129—164
Amphiphilic systems, microscopic models      19—20 22—76 98 164
Amphiphilic systems, phenomena of, and approaches to them      3—22
Amphiphilic systems, theoretical approaches      18—22
AOT      5 156
AOT-water-salt mixtures      117 138
Aqueous amphiphilic solutions      see “Water-amphiphile systems”
Axial next-nearest-neighbor Ising (ANNNI) model      27 56
Bending elasticity, experimental values for bilayers      156
Bending elasticity, from Ginzburg — Landau models      97—115 104 108
Bending elasticity, renormalization of      136 147 149
Bending elasticity, within membrane approach      131—164
Bending rigidity      see “Bending elasticity”
Bethe approximation      60—66
Bicontinuous fluid      4 17—18 62—63 65—68 75 107 112—113 125—127 141—145 163
Bilayer fluctuations      115—117
Bilayer structure      117—121 123
Bilayers, bending elasticity of      156
Blume — Emery — Griffiths (BEG) model      23 33 119
Branched polymers      159
Characteristic size of oil and water regions      80
Co variant derivatives      133
Coherence length      163
Contact angle      93—96 94 128
Continuum microscopic models      32—33
Correlation functions      41—43 48 62 68 77 80—81 89—90 106 109 111 116—117 119 123 124 136
correlation length      42 80—81 89—90 96 110 114 116 124 140
Critical micelle concentration (CMC)      17 64—65 75
Cubic phase      127
Curvature tensor      132
Diffusion coefficient      17—18 18 138
Dilute droplet phase      107 120 141 144
Discrete-vector models      59
Disorder line      35 47—48 54—55 56 75 80—81 89 91—93 106 111
Double diamond phase      145
Elastic free energy      97 134—135 137 140 149
Electrostatic interactions      98
Electrostatic repulsion      155
Emulsification failure      144
Entropy of mixing      17 72 147
Euler characteristic      112 113 133
Euler — Lagrange equation      81 87 98
Fish shape of three-phase body      7—8
Flory — Huggins form of entropy of mixing      72 121
Fluctuating membrane      134—141 157—161
Fluid Membranes, almost flat      134—137
Fluid Membranes, bending elasticity of      131—134
Fluid Membranes, free energy of      131—134
Fluid Membranes, long wavelength behavior      136
Gauss — Bonnet theorem      133
Gauss' theorema egregium      133 134
Gaussian curvature      97 133 143 149 162
Gaussian random field      162
Gibbs isotherm      129
Gibbs phase prism      6 8
Gibbs triangle      11
Ginzburg — Landau model      78—87 98 165
Ginzburg — Landau model, one-order-parameter model      79—82 87—115
Ginzburg — Landau model, phase diagram of      105-09 106 109
Ginzburg — Landau model, three-order-parameter model      85—87
Ginzburg — Landau model, two-order-parameter model      83—85
Ginzburg — Landau theory      20—21 55 76—129
Helfrich Hamiltonian      101 134 143
Helfrich interaction      139—141 146 164
Hexagonal phases      4 73 106 107 125 126
Inside/outside transitions      115—121
Interfacial profiles      61 62 54 55 61 62 11 19 87—105 89 100 125 127—128
Interfacial tension      13—15 14 48—53 51 52 57 59 61 75 87—115 129 141—143 149 164—165
internal interfaces      130
Inverse hexagonal phase      125 126
Ionic amphiphiles      5 120 “SDS”)
Ising model      25—26 148—149
Lamellar phases      4 5 41 53 57 68 74 105 107 110 112—113 115 125 151—155
Landau expansion      36—37 44 82—83
Landau — Peierls Hamiltonian      151
Laplace equation for pressure difference      100 101
Laplace — Beltrami operator      133
Larson model      68—70
Lattice models      22—74
Lattice models, results of      33—74
Level surfaces      161—163
Lifshitz critical endpoint      95
Lifshitz line      42 48 81 82 92 92 106 111
Lifshitz point      58
Lifshitz tricritical point      56 58 95 96
Lyotropic phases      72 121—126 “Inverse “Cubic “Lamellar

Matsen — Sullivan model      30 59—62 60 61 62 71 72
Mean-field theory      34 35 55 58—60 60 73 99 110 146
Membrane systems      21—22 129—164
Membrane systems, elastic modulii      155—156
Membrane systems, phase diagram      141 141—145 142
Membrane systems, phase diagram, of ternary system      145—151 148 150
Membrane systems, scaling considerations      137—139
Metric tensor      131
Micelle      3 (see also “Critical micelle concentration”)
Microemulsion      4
Microemulsion, structure      16—18 40—48 110 112
Microscopic models      19—20 22—76 98 164
Molecular dynamics simulation      32
Monge representation      134
Monte Carlo simulations      20—21 55 108—115 140 153—154 157—161
Muller — Hartmann Zittartz method      34
n-Alkyl polyglycol ethers ( $C_{i}E_{j}$ )      5
Nematic lamellar phase      142
Neutron scattering      16 43 46 47 92 117 118 154
Non-ionic amphiphiles      8 (see also “n-Alkyl polyglycol ethers
Normal-normal correlation function      136
Oil-water-amphiphile mixtures, interfacial properties      13—16
Oil-water-amphiphile mixtures, phase behavior      5—13
Oil-water-amphiphile mixtures, structure      16—18
Oil/microemulsion interface, at three-phase coexistence      87—92 89 91 92
Oil/microemulsion interface, at three-phase coexistence, elastic property of      104
Oil/microemulsion interfacial tension      14 15 59 61
Oil/water interface, at three-phase coexistence      87—92 89 91 92
Oil/water interface, elastic properties of amphiphile monolayer at      97—105
Oil/water interface, stress profile through monolayer at      100
Oil/water interface, wetting transitions at      15 53—55 61 90—96
Oil/water interfacial tension      14 15 51 52 53 57 61 91 110 164
One-order-parameter model      79—82 87—115
Ordered bicontinuous minimal surfaces      113
Orientational interactions      31
Ornstein — Zernike approximation      41 44 86 110 116 148
Oscillatory correlation function      80 90
Osmotic compressibility      64
Osmotic pressure      138
Percolation      65—68 141—242
Persistence length      21 136 147 156—157 160 164
Piecewise parabolic model      89 93 104
Plumber's nightmare      143
Polymer systems, bending modulii in      98
Principal radii of curvature      97
Quasi-elastic light scattering      155
Random standing wave      162
Riemann curvature tensor      133
Saddle splay modulus      21 97—102 107 108 134
Saturated interface      130
Saturated system      131
Scalar curvature      133
Scalar Laplacian (Laplace — Beltrami operator)      133
Scaling behavior      113 145 158 160 161
Scattering intensity      16 47 71 11 80 110 123 124 148 162
Scattering intensity, at zero wavevector      120 (see also “Structure function”)
Schwarz — Christoffel symbol      132
SDS (sodium dodecyl sulfate)      5 156 16
SDS-butanol-salt-toluene-water mixtures      18
SDS-pentanol-salt-water mixtures      120 142
SDS-toluene-salt-water mixtures      16 46 47 50
Self-assembling amphiphilic systems      see “Amphiphilic systems”
Self-avoidance      136
Self-avoiding branched polymer      158
Simple cubic bicontinuous phase      125
Single diamond phase      145
Sodium dodecyl sulfate      see “SDS”
Sodium-bis-ethylhexylsulfosuccinate      see “AOT”
Spectral density      163
Sponge phase      see “ $L_3$

phase”
Spontaneous curvature modulus      100-01 106 108 128 137 141 143 146—148
Spreading pressure      143
Structure function      43 45 47 110 116 117 119 123
Surface curvature      132
Surface force apparatus      155
Surface tension      see “Interfacial tension”
Surface-to-volume ratio      163
Tangent vectors      131 135
Tense bicontinuous phase      142
Teubner — Strey form of structure function      80 92 110
Three-component model      22—24 60 82
Three-component model, phase behavior      33—40
Three-component model, phase diagram      34 35 38
Three-component model, results of      33—55
Three-order-parameter model      85—87
Three-phase triangle      6 7 11 40 41 63 148
Transfer-matrix      34
Tricritical point      8 10 15 34 35 37 38 53 58 59 61 92 95—96 120 151
Two-dimensional model microemulsion      43
Two-dimensional pressure      130
Two-order-parameter model      83—85
Undulation spectrum      155
Van der Waals interaction      32 53 90—91 105
Vector models      28—32 59—68
Vector order-parameter field      84
Vesicles      155—161
Vesicles, floppy fluid      157—161
Vesicles, shape of stiff fluid      156—157 157
Water-amphiphile structure function      48 50
Water-amphiphile systems      7 20 69—74 115—128
Water-disordered phase interfacial tension      61
Water-oil-amphiphile mixtures interfacial properties      13—16
Water-oil-amphiphile mixtures interfacial properties, phase behavior      5—13
Water-oil-amphiphile mixtures interfacial properties, structure      16—18
Water-water structure function      16 17 43—44 44 46 47 48 68 163
Water/microemulsion interface at three-phase coexistence      87—92 89 91 92
Water/microemulsion interfacial tension      14 15
Water/oil interface at three-phase coexistence      87—90 89
Water/oil interfacial tension      14 15 51 52 53 57 61 91 110 164
Weingarten equation      132
Wetting transitions      15 53—55 61 90—96 115
Widom model      24—27 55—58 56
X-ray scattering      16 153—154

О проекте