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Confined Liquid Crystals

Fertile metastability

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Pages 1177-1192 | Received 20 Sep 2022, Published online: 24 Apr 2023

References

  • Mégel J, Kliava J. Metacenter and ship stability. Am J Phys. 2010;78(7):738.
  • Bouguer P. Traité du Navire, de sa construction et de ses mouvements. Paris: Jombert; 1746.
  • Pieranski P, Godinho MH. Physics of the dowser texture. In: Pieranski P, and Godinho MH, editors. Chapter 4, Liquid crystals - new perspectives. London - Hoboken: ISTE - Wiley; 2021.
  • Pieranski P, Godinho MH. Physique de la texture furcelle. In: Pieranski P, and Godinho MH, editors. Chapitre 4, Cristaux liquides - nouvelles perspectives. London: ISTE; 2022.
  • Kleman M, Lavrentovich O. Topological point defects in nematic liquid crystals. Phil Mag. 2006;86(25–26):4117–4137.
  • Grandjean F. Sur l’existence des plans différenciés équidistants normaux à l’axe optique dans les liquides anistropes (cristaux liquides). Comptes Rendus Ac Sc. 1921;268:71–74.
  • Kleman M, Friedel J. Lignes de dislocation dans les cholestériques. J de Physique. 1969;30(C4):555–654.
  • Kleman M. Points Lignes Parois. Orsay: Les Editions de Physique; 1977.
  • Kleman M. Defects in liquid crystals. Rep Prog Phys. 1989;52(5):C443–53.
  • Kleman M, Friedel J. Disclinations, dislocations, and continuous defects: a reappraisal. Rev Mod Phys. 2008;80(1):61–80.
  • Kleman M, Lavrentovich OD. Soft matter physics. New York: Springer; 2003.
  • Toulouse G, Kleman M. Principles of a classification of defects in ordered media. J de Phys Lett. 1976;37(6):149–151.
  • Pieranski P. Cholesteric dislocations in mica wedges in memorial issue of liquid crystals reviews in honor of maurice kleman. Liq Cryst Rev. 2021;86:1–21.
  • Zappone B, Bartolino R. Topological barriers to defect nucleation generate large mechanical forces in an ordered fluid. PNAS. 2021;118(44):1–6.
  • Oswald P, Pieranski P. Chapter B.VII.4: defects and textures of the cholesteric phase. In: Nematic and cholesteric liquid crystals, concepts and physical properties illustrated by experiments. Boca Raton: Taylor & Francis; 2005. p. 438.
  • Smalyukh II, Lavrentovich OD. Three-dimensional structures of defects in Gandjean-Cano wedges of cholesteric liquid crystals studied by fluorescence confocal polarizing microscopy. Phys Rev E. 2002;66(5):1–15.
  • de Gennes P-G. Tight knots. Macromolecules. 1984;17(4):703.
  • Pieranski P. In search of ideal knots. In: Stasiak A, Katritch V, and Kaufman LH editors. Ideal knots. Singapore: World Scientific; 1998.
  • Tkalec U, Ravnik M, Čopar S, et al. Reconfigurable knots and links in chiral nematic colloids. Science. 2011;333(6038):62–65.
  • Pieranski P, Przybyl S, Stasiak A. Tight open knots. EPJE. 1998;6(2):123–128.
  • Smalyukh I. Review: knots and other new topological effects in liquid crystals and colloids. Rep Prog Phys. 2020;83(10):1–46.

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