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The static and dynamic continuum the...

Stewart, Iain W.

The static and dynamic continuum theory of liquid crystals : = a mathematical introduction /

紀錄類型:	書目-語言資料,印刷品 : Monograph/item
正題名/作者:	The static and dynamic continuum theory of liquid crystals :/ Iain W. Stewart.
其他題名:	a mathematical introduction /
作者:	Stewart, Iain W.
出版者:	London ;Taylor & Francis, : 2004.,
面頁冊數:	xi, 360 p. :ill. ; : 24 cm.;
標題:	Liquid crystals. -
ISBN:	0748408959 (hbk.)

The static and dynamic continuum theory of liquid crystals : = a mathematical introduction /
Stewart, Iain W.

The static and dynamic continuum theory of liquid crystals :a mathematical introduction /Iain W. Stewart. - London ;Taylor & Francis,2004. - xi, 360 p. :ill. ;24 cm. - Liquid crystals book series. - Liquid crystals book series..

Includes bibliographical references (p. 331-349) and index.

Conical Anchoring1.1

ISBN: 0748408959 (hbk.)

Nat. Bib. No.: GBA440870bnbSubjects--Topical Terms:

639796
Liquid crystals.

LC Class. No.: QC173.4.L55 / S74 2004

Dewey Class. No.: 530.429

The static and dynamic continuum theory of liquid crystals : = a mathematical introduction /
LDR:05090cam a2200253 a 4500 001 782863
003 OCoLC
005 20140805033436.0
008 140820s2004 enka 001 0 eng
015 $2 bnb $a GBA440870
020 $a 0748408959 (hbk.)
020 $a 9780748408955 (hbk.)
020 $a 0748408967 (pbk.)
020 $a 9780748408962 (pbk.) : $c NT2368
035 $a (OCoLC)56215859 $z (OCoLC)58054187
035 $a ocm56215859
040 $a MUU $c MUU $d UKM $d BAKER $d IXA $d YDXCP $d BTCTA $d UW1 $d DRB $d DEBBG $d UKMGB $d BDX $d HDC $d NFU
050 # 4 $a QC173.4.L55 $b S74 2004
082 0 4 $2 22 $a 530.429
100 1 $a Stewart, Iain W. $3 977805
245 1 4 $a The static and dynamic continuum theory of liquid crystals : $b a mathematical introduction / $c Iain W. Stewart.
260 # $a London ; $a New York, N.Y. : $c 2004. $b Taylor & Francis,
300 $a xi, 360 p. : $b ill. ; $c 24 cm.
490 1 $a Liquid crystals book series
504 $a Includes bibliographical references (p. 331-349) and index.
505 0 0 $g 1.1 $g 1 -- $g 1.2 $g 2 -- $g 1.3 $g 7 -- $g 1.4 $g 9 -- $g 2 $g 13 -- $g 2.2 $g 14 -- $g 2.2.1 $g 20 -- $g 2.2.2 $g 23 -- $g 2.3 $g 26 -- $g 2.3.1 $g 26 -- $g 2.3.2 $g 28 -- $g 2.3.3 $g 31 -- $g 2.4 $g 33 -- $g 2.4.2 $g 35 -- $g 2.5 $g 42 -- $g 2.6 $g 46 -- $g 2.6.1 $g 46 -- $g 2.6.2 $g 47 -- $g 2.6.3 $g 48 -- $g 2.6.4 $g 49 -- $g 2.7 $g 50 -- $g 2.7.1 $g 51 -- $g 2.7.2 $g 53 -- $g 3 $g 57 -- $g 3.2 $g 57 -- $g 3.2.1 $g 58 -- $g 3.2.2 $g 60 -- $g 3.3 $g 68 -- $g 3.4 $g 72 -- $g 3.4.1 $g 72 -- $g 3.4.2 $g 82 -- $g 3.4.3 $g 85 -- $g 3.5 $g 89 -- $g 3.6 $g 95 -- $g 3.7 $g 101 -- $g 3.8 $g 109 -- $g 3.8.1 $g 110 -- $g 3.8.2 $g 118 -- $g 3.8.3 $g 120 -- $g 3.8.4 $g 127 -- $g 4 $g 133 -- $g 4.2 $g 134 -- $g 4.2.1 $g 134 -- $g 4.2.2 $g 138 -- $g 4.2.3 $g 142 -- $g 4.2.4 $g 147 -- $g 4.2.5 $g 150 -- $g 4.3 $g 153 -- $g 4.4 $g 154 -- $g 5 $g 161 -- $g 5.2 $g 162 -- $g 5.3 $g 167 -- $g 5.4 $g 170 -- $g 5.5 $g 176 -- $g 5.5.1 $g 176 -- $g 5.5.2 $g 177 -- $g 5.5.3 $g 180 -- $g 5.5.4 $g 182 -- $g 5.5.5 $g 185 -- $g 5.6 $g 187 -- $g 5.6.1 $g 188 -- $g 5.6.2 $g 191 -- $g 5.7 $g 197 -- $g 5.7.1 $g 197 -- $g 5.7.2 $g 202 -- $g 5.8 $g 209 -- $g 5.8.1 $g 210 -- $g 5.8.2 $g 213 -- $g 5.8.3 $g 217 -- $g 5.9 $g 218 -- $g 5.9.1 $g 218 -- $g 5.9.2 $g 223 -- $g 5.9.3 $g 234 -- $g 5.10 $g 236 -- $g 6 $g 247 -- $g 6.2 $g 248 -- $g 6.2.1 $g 250 -- $g 6.2.2 $g 258 -- $g 6.2.3 $g 259 -- $g 6.2.4 $g 267 -- $g 6.2.5 $g 275 -- $g 6.2.6 $g 281 -- $g 6.3 $g 291 -- $g 6.3.1 $g 291 -- $g 6.3.2 $g 296 -- $g 6.3.3 $g 301 -- $g 6.4 $g 306 -- $g 6.4.1 $g 309 -- $g 6.4.2 $g 312 -- $g 6.4.3 $g 313 -- $g 6.5 $g 319 -- $g A $g 321 -- $g B $g 323 -- $g C $g 325. $t Conical Anchoring $t Equilibrium Equations $t The Anisotropic Fluid Case $t Kinematics and Material Frame-Indifference $t Freedericksz Transitions $t The Nematic Liquid Crystal Case $t Electric and Magnetic Fields $t Balance Laws $t Poiseuille Flow $t Weak Anchoring $t The Classical Freedericksz Transitions in Nematics $t The Anisotropic Fluid Case $t Constitutive Equations $t The Development of the Continuum Theory of Liquid Crystals $t The Nematic Liquid Crystal Case $t Derivation of the Equilibrium Equations $t The Dynamic Equations $t Results from a Scaling Analysis $t Pretilt at the Boundaries $t Reformulation of Equilibrium Equations $t Dynamics of the Freedericksz Transition $t Summary of the Ericksen-Leslie Dynamic Equations $t The Discovery of Liquid Crystals $t Dynamics in the Twist Geometry $t Tilted Fields $t Reformulation of the Dynamic Equations $t Backflow and Kickback in the Splay Geometry $t Electric Fields and the Electric Energy $t Bulk Equilibrium Equations $t Backflow in the Bend Geometry $t The Nematic Viscosities $t Electric Field Effects $t Light Scattering $t General Equilibrium Solutions $t Applications of Dynamic Theory of Nematics $t Theory of Smectic C Liquid Crystals $t The Nematic Energy $t Weak Anchoring Effects $t Static Theory of Smectic C $t A Simple Flow Alignment $t Reformulation of Boundary Conditions $t The Elastic Energy for Smectic C $t Static Theory of Nematics $t A Transverse Flow Effect $t The Magnetic and Electric Energies $t The Twisted Nematic Device $t Anchoring and Boundary Conditions $t Equilibrium Equations $t The Zwetkoff Experiment $t Applications of Static Theory of Nematics $t Focal Conic Defects: Dupin and Parabolic Cyclides $t Defects $t Shear Flow $t A Freedericksz Transition in Bookshelf Smectic C $t Magnetic Fields and the Magnetic Energy $t Basic Descriptions of Liquid Crystals $t Smectic Layer Compression $t Newtonian and Non-Newtonian Behaviour $t Axial Line Disclinations $t Dynamic Theory of Smectic C $t Some Equilibrium Solutions $t Governing Equations for Shear Flow $t Dynamic Equations for SmC Liquid Crystals $t No Anchoring $t Perpendicular Disclinations $t The Smectic C Viscosities $t Shear Flow Near a Boundary $t The Cholesteric Energy $t Simple Flow Alignment in Smectic C $t Elementary Equilibrium Solutions $t Shear Flow between Parallel Plates $t Theory of Smectic C* Liquid Crystals $t Boundary Line Disclinations $t Comments on Fields and Units $t Energies for Smectic C* $t Scaling Properties $t Strong Anchoring $t Static and Dynamic Theory for Smectic C* $t Point Defects at a Surface $t Oscillatory Shear Flow $t Director Reorientation in Smectic C* $t Tilt and Twist Equilibrium Solutions $t Notation and Conventions $t Comments on Theories of Smectics $t Oscillatory Shear Flow Solutions $t Dynamic Theory of Nematics $t Results Employing Variational Methods $t The Frank-Oseen Elastic Energy $t Stability and Instability $t Identities $t Magnetic Coherence Length $t The Ericksen-Leslie Dynamic Equations $t Physical Components in Cylindrical Polar Coordinates $t Couette Flow
650 # 0 $a Liquid crystals. $3 639796
650 # 0 $a Liquid crystals $x Mathematical models. $3 977807
830 0 $a Liquid crystals book series. $3 977806