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Chandrasekhar S. — Liquid Crystals
Chandrasekhar S. — Liquid Crystals



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Название: Liquid Crystals

Автор: Chandrasekhar S.

Аннотация:

This is a new and greatly revised edition of Professor Chandrasckhar's classic book Liquid crystals, first published in 1977. In this second edition the author has brought the subject completely up to date.
The subject of liquid crystals has now grown to become an exciting interdisciplinary field of research with important practical applications. This book presents a systematic and self-contained treatment of the physics of the different types of (hcrmolropic liquid crystals the three classical types, nemalic, cholesteric and smeclic, composed of rod-shaped molecules, and the newly discovered discotic type composed of disc-shaped molecules. The coverage includes a description of the structures of these four main types and their polymorphic modifications, their thermo-dynamical. optical and mechanical properties and their behaviour under external fields. The basic principles underlying the major applications of liquid crystals in display technology (for example, the twisted and supertwisted nemalic devices, the surface stabilized ferroelectric device. etc.) and in thermography are also discussed.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Second Edition

Год издания: 1992

Количество страниц: 460

Добавлена в каталог: 23.10.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Smectic liquid crystals: structural classification of smectics A-K, and the chiral modifications of some of them      301
Stepped drop (goutte a gradins)      332
Supertwisted nematic device      111—112 see “Continuum
Surface studies: interferometric study of the free surface of a smectic, the stepped drop      332—333
Surface studies: light scattering and optical reflectivity from free surface      82—83
Surface studies: surface tension measurements      81—82
Surface studies: surface-induced orientational order      82
Surface studies: surface-induced smectic order      83—84
Surface studies: variation of the order parameter in the liquid-vapour transition zone      82 211
Surface studies: X-ray reflectivity from free surface      83—84
Surface-stabilized ferroelectric liquid crystal device      380 386—387 see
Tetracritical point      378
Thermography      296—297
Threshold, cholesteric-nematic transition      280
Threshold, electrohydrodynamic instabilities      187 194 211
Threshold, Freedericksz transition      99—101
Threshold, Helfrich deformation in smectics      315
Threshold, hydrodynamic instabilities      196 201
Threshold, mechanical instabilities in columnar liquid crystals      400—401
Threshold, smectic C-smectic A transition through layer compression      373
Threshold, square grid pattern in cholesterics      281
Threshold, thermal instability      204
Threshold, twisted nematic cell      109—110
Translational order parameter      see “Under order parameter”
Tricritical point      309 341 347—348 371
Triple point      28—29
Tsevetkov's experiment      145—148
Twist grain boundary (TGB) phase      see “Smectic A*”
Twisted nematic device      106—115 see and
Ultrasonic propagation: angular variation of Brillouin scattering      326 404
Ultrasonic propagation: in columnar phase      401—402
Ultrasonic propagation: in smectic A      323—325
Ultrasonic propagation: second sound      324 402
Undulation mode in smectic A      317 322
Undulation mode in smectic C      367
Virial coefficients      34
Viscosity coefficients      see also “Flow properties”
Viscosity coefficients, cholesterics, Leslie coefficients      260
Viscosity coefficients, cholesterics, viscosity coefficients coupling thermal and mechanical effects      260 262—263
Viscosity coefficients, columnar liquid crystals      401—402
Viscosity coefficients, nematics, experimental determination of      144—8 155—157 161—162 177
Viscosity coefficients, nematics, Leslie coefficients      97—98
Viscosity coefficients, nematics, Miesowicz coefficients      145
Viscosity coefficients, nematics, twist viscosity and its critical divergence      147 161 177 345
Viscosity coefficients, smectic A, permeation      321
Viscosity coefficients, smectic A, viscosity coefficients      321
Viscous stress tensor      92 97 260 321
Viscous torque      93 147 163—164 183 270 345
Volume change at transition      26 45
Williams domains      178—180 see
X-ray studies, absence of true long range translational order in smectic A      313
X-ray studies, amplitude of density wave in smectic A and pretransitional smectic-like order      307—308
X-ray studies, correlation length of two-dimensional lattice in the columnar phase      390
X-ray studies, diffraction from, biaxial nematic      416
X-ray studies, diffraction from, cybotactic nematic      4
X-ray studies, diffraction from, ordinary nematic      3
X-ray studies, evidence of interdigitated antiparallel ordering in 5CB and 7CB      79—80
X-ray studies, grain size in TGB phase      360
X-ray studies, hexagonal-rectangular transition in columnar phase      391
X-ray studies, hexatic ordering      360—362
X-ray studies, identification of polymorphic forms of smectic A      350
X-ray studies, identification of reentrant phases      355—357
X-ray studies, location of critical end point      355
X-ray studies, location of critical point      353
X-ray studies, location of tricritical point      354
X-ray studies, longitudinal and transverse correlation lengths and susceptibility near the smectic A-nematic transition      343 346—347
X-ray studies, ordering of cores and tails in columnar phase      391
X-ray studies, reflectivity from free surface showing surface induced smectic order      83—84
X-ray studies, structure factor and Debye-Waller factor for the columnar structure      399
X-ray studies, structures of columnar phases      390—393
X-ray studies, studies in the vicinity of the NAC multicritical point      377—378
X-ray studies, tilt angle measurements in smectics C and C*      372 381
XY model      347 361 370
Zwanzig's model      31—36
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