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Liquid Crystal Elastomers, Rev/E

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2013년 9월 9일 이후 누적수치입니다.

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Liquid Crystal Elastomers, Rev/E

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A bird's eye view of liquid crystal elastomersp. 1
Liquid crystalsp. 9
Ordering of rod and disc fluidsp. 9
Nematic orderp. 11
Free energy and phase transitions of nematicsp. 15
Molecular theory of nematicsp. 20
Distortions of nematic orderp. 22
Transitions driven by external fieldsp. 25
Anisotropic viscosity and dissipationp. 29
Cholesteric liquid crystalsp. 33
Smectic liquid crystalsp. 38
Polymers, elastomers and rubber elasticityp. 47
Configurations of polymersp. 48
Liquid crystalline polymersp. 52
Shape of liquid crystalline polymersp. 54
Frank elasticity of nematic polymersp. 61
Classical rubber elasticityp. 62
Manipulating the elastic response of rubberp. 67
Finite extensibility and entanglements in elastomersp. 70
Classical elasticityp. 75
Deformation tensor and Cauchy-Green strainp. 75
Non-linear and linear elasticityp. 78
Geometry of deformations and rotationsp. 83
Rotationsp. 83
Shears and their decompositionp. 84
Square roots and polar decomposition of tensorsp. 90
Compressibility of rubbery networksp. 91
Nematic elastomersp. 95
Structure and examples of nematic elastomersp. 96
Stress-optical couplingp. 99
Polydomain textures and alignment by stressp. 101
Monodomain 'single-crystal' nematic elastomersp. 104
Spontaneous shape changesp. 106
Nematic photoelastomersp. 108
Field-induced director rotationp. 111
Applications of liquid crystalline elastomersp. 115
Nematic rubber elasticityp. 120
Neo-classical theoryp. 120
Spontaneous distortionsp. 123
Equilibrium shape of nematic elastomers[Dagger]p. 129
Photo-mechanical effectsp. 131
Thermal phase transitionsp. 136
Effect of strain on nematic orderp. 139
Mechanical and nematic instabilitiesp. 145
Mechanical Freedericks transitionp. 146
The elastic low roadp. 148
Finite extensibility and entanglementsp. 150
Soft elasticityp. 154
Director anchoring to the bulkp. 155
Director rotation without strainp. 155
Coupling of rotations to pure shearp. 158
Soft elasticityp. 159
Soft modes of deformationp. 160
Principal symmetric strains and body rotationsp. 164
Forms of the free energy allowing softnessp. 166
Optimal deformationsp. 167
A practical method of calculating deformationsp. 167
Stretching perpendicular to the directorp. 169
Semi-soft elasticityp. 173
Example: random copolymer networksp. 174
A practical geometry of semi-soft deformationp. 175
Experiments on long, semi-soft stripsp. 117
Unconstrained elastomers in external fieldsp. 178
Semi-soft free energy and stressp. 179
Thermomechanical history and general semi-softnessp. 183
Thermomechanical history dependencep. 184
Forms of the free energy violating softnessp. 185
Distortions of nematic elastomersp. 187
Freedericks transitions in nematic elastomersp. 188
Strain-induced microstracture: stripe domainsp. 194
General distortions of nematic elastomersp. 201
One-dimensional quasi-convexificationp. 202
Full quasi-convexificationp. 205
Numerical and experimental studiesp. 207
Random disorder in nematic networksp. 210
Nematic ordering with quenched disorderp. 212
Characteristic domain sizep. 213
Polydomain-monodomain transitionp. 216
Cholesteric elastomersp. 220
Cholesteric networksp. 221
Intrinsically chiral networksp. 221
Chirally imprinted networksp. 222
Mechanical deformationsp. 227
Uniaxial transverse elongationp. 228
Stretching along the pitch axisp. 233
Piezoelectricity of cholesteric elastomersp. 236
Imprinted cholesteric elastomersp. 242
Photonics of cholesteric elastomersp. 245
Photonics of liquid cholestericsp. 246
Photonics of elastomersp. 249
Experimental observationsp. 251
Lasing in cholestericsp. 253
Continuum description of nematic elastomersp. 256
From molecular theory to continuum elasticityp. 257
Compressibility effectsp. 257
The limit of linear elasticityp. 258
The role of nematic anisotropyp. 260
Phenomenological theory for small deformationsp. 262
Strain-induced rotationp. 265
Soft elasticityp. 268
Symmetry argumentsp. 269
The mechanism of soft deformationp. 271
Continuum representation of semi-softnessp. 273
Unconstrained director fluctuationsp. 276
Unconstrained phononsp. 279
Light scattering from director fluctuationsp. 282
Dynamics of liquid crystal elastomersp. 288
Classical rubber dynamicsp. 289
Rouse model and entanglementsp. 291
Dynamical response of entangled networksp. 293
Long time stress relaxationp. 296
Nematohydrodynamics of elastic solidsp. 298
Viscous coefficients and relaxation timesp. 300
Balance of forces and torquesp. 301
Symmetries and order parameterp. 303
Response to oscillating strainsp. 304
Experimental observationsp. 308
Oscillating shearp. 309
Steady stress relaxationp. 313
Smectic elastomersp. 317
Materials and preparationp. 317
Smectic A elastomersp. 319
Smectic C and ferroelectric C elastomersp. 321
Physical properties of smectic elastomersp. 322
Smectic-A elastomersp. 322
Smectic-C elastomersp. 326
A molecular model of Smectic-A rubber elasticityp. 328
The geometry of affine layer deformationsp. 330
Response to principal deformationsp. 331
General deformations of a SmA elastomerp. 339
Instability and CMHH microstructurep. 340
Comparison with experimentp. 342
Smectic-C rubber elasticityp. 344
SmC soft deformationsp. 345
SmC deformations with microstructurep. 348
Continuum description of smectic elastomersp. 350
Continuum description of smectic A elastomersp. 350
Relative translations in smectic networks revisitedp. 351
Nematic -strain, -rotation and -smectic couplingsp. 353
Effective smectic elasticity of elastomersp. 355
Effective rubber elasticity of smectic elastomersp. 360
Layer elasticity and fluctuations in smectic A elastomersp. 364
Layer buckling instabilities: the CMHH effectp. 371
Quenched layer disorder and the N-A phase transitionp. 374
Smectic C and ferroelectric C elastomersp. 378
Referencesp. 382
Indexp. 393
Author Indexp. 400
Online Appendices: (www.lcelastomer.org.uk)
Nematic order in elastomers under strain
Biaxial soft elasticity
Stripe microstructure
Couple-stress and Cosserat elasticity
Expansion at small deformations and rotations
Smectic C soft elasticity
Table of Contents provided by Ingram. All Rights Reserved.

책소개

Liquid crystals are fluids with a directionality defined. Polymers are long molecules with a shape that can be changed. As a network, polymers form rubber - a soft solid that is locally liquid-like and capable of huge extension. Liquid crystal elastomers are a combination of all these curiousaspects, but with additional, revolutionary new phenomena - for example, spontaneous shape changes of several hundred percent induced by temperature change, with equally large opto-mechanical responses, shape change without energy cost ("soft elasticity"), colour change with strain, lasing andphotonics, sensitivity to molecular handedness and soft solid ferroelectricity. This book is a primer for liquid crystals, polymers, rubber, and elasticity. It then describes the theory and experiment of these remarkable materials for the first time as a monograph. Worked examples are solved so thatthe reader can become proficient in the field himself. The book is directed at physicists, chemists, material scientists, engineers and applied mathematicians at the graduate student level and beyond

저자소개

Warner, M./ Terentjev, E. M. [저] 신작알림 SMS신청
생년월일 -

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