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Original Articles

Monte Carlo lattice simulations of the elastic behaviour of nematic liquid crystals

Pages 769-778 | Received 01 Sep 2001, Published online: 06 Aug 2010

Keep up to date with the latest research on this topic with citation updates for this article.

Read on this site (2)

R. L. Biagio, R. Teixeira de Souza, L. R. Evangelista & R. S. Zola. (2017) Role of the surface anchoring energy on the spontaneous modulated pattern formation of hybrid aligned cholesteric liquid crystals. Molecular Crystals and Liquid Crystals 657:1, pages 107-115.
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G. Sai Preeti, N. Satyavathi, K.P.N. Murthy & V.S.S. Sastry. (2009) Anchoring transition and influence of director fluctuations in liquid crystal droplets. Liquid Crystals 36:12, pages 1379-1388.
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Articles from other publishers (12)

Renan L. Biagio, Rodolfo T. SouzaLuiz R. EvangelistaRafael S. Zola. (2021) Frustrated structures and pattern formation after thermal quenches in cholesteric liquid crystal droplets. Journal of Materials Chemistry C 9:27, pages 8623-8639.
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Cesare Chiccoli, Paolo Pasini, Luiz Roberto Evangelista, Gregor Skačej, Rodolfo Teixeira de Souza & Claudio Zannoni. (2020) Elastic constants and the formation of topological defects in hybrid nematic cells: A Monte Carlo study. Physical Review E 102:4.
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R.L. Biagio, R.T. de Souza, L.R. Evangelista, R.R. Ribeiro de Almeida & R.S. Zola. (2018) Spontaneous striped pattern formation in thin chiral nematic liquid crystal layers. Journal of Molecular Liquids 269, pages 703-711.
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C. Chiccoli, P. Pasini & C. Zannoni. (2018) Can elastic constants and surface alignment be obtained from polarized microscopy images of nematic droplets? A Monte Carlo study. Journal of Molecular Liquids 267, pages 158-165.
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Julio C. Armas-Pérez, Juan P. Hernández-Ortiz & Juan J. de Pablo. (2015) Liquid crystal free energy relaxation by a theoretically informed Monte Carlo method using a finite element quadrature approach. The Journal of Chemical Physics 143:24.
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Julio C. Armas-Pérez, Alejandro Londono-Hurtado, Orlando Guzmán, Juan P. Hernández-Ortiz & Juan J. de Pablo. (2015) Theoretically informed Monte Carlo simulation of liquid crystals by sampling of alignment-tensor fields. The Journal of Chemical Physics 143:4.
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CESARE CHICCOLI, PAOLO PASINI, LUIZ ROBERTO EVANGELISTA, RODOLFO TEIXEIRA DE SOUZA & CLAUDIO ZANNONI. (2011) LATTICE SPIN SIMULATIONS OF TOPOLOGICAL DEFECTS IN NEMATIC FILMS WITH HYBRID SURFACE ALIGNMENTS. International Journal of Modern Physics C 22:05, pages 505-516.
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Giorgio Celebre & Giorgio Cinacchi. (2006) Orientational ordering of solutes in confined nematic solvents: A possible way to probe director distributions. Physical Review E 73:2.
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S. Romano. (2003) Computer simulation study of two-dimensional nematogenic lattice models based on dispersion interactions. Physica A: Statistical Mechanics and its Applications 322, pages 432-448.
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S Romano. (2003) Computer simulation study of a two-dimensional nematogenic lattice model based on a mapping from elastic free-energy density. Physics Letters A 310:5-6, pages 465-472.
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S. Romano. (2002) Computer simulation study of a two-dimensional nematogenic lattice model based on the Nehring–Saupe interaction potential. Physics Letters A 305:3-4, pages 196-203.
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S. Romano. (2002) Computer simulation study of a two-dimensional nematogenic lattice model based on the Gruhn–Hess interaction potential. Physics Letters A 302:4, pages 203-210.
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