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Original Articles

A Monte Carlo simulation of the inhomogeneous Lebwohl-Lasher lattice model

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Pages 39-54 | Received 16 Jul 1986, Accepted 25 Aug 1986, Published online: 25 Sep 2007

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Robert A. Skutnik, Jan-Christoph Eichler, Marco G. Mazza & Martin Schoen. (2021) The temperature dependence of the helical pitch in a cholesteric liquid crystal. Molecular Physics 119:15-16.
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Martin Robinson, Chong Luo, Patrick E. Farrell, Radek Erban & Apala Majumdar. (2017) From molecular to continuum modelling of bistable liquid crystal devices. Liquid Crystals 44:14-15, pages 2267-2284.
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C. Chiccoli, P. Pasini, F. Biscarini & C. Zannoni. (1988) The P 4 model and its orientational phase transition. Molecular Physics 65:6, pages 1505-1524.
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C. Chiccoli, P. Pasini & C. Zannoni. (1988) Can Monte Carlo detect the absence of ordering in a model liquid crystal?. Liquid Crystals 3:3, pages 363-368.
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Articles from other publishers (7)

Subhrajit Dutta & Soumen Kumar Roy. (2004) Phase transitions in two planar lattice models and topological defects: A Monte Carlo study. Physical Review E 70:6.
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Paolo Pasini, Cesare Chiccoli & Claudio Zannoni. 2000. Advances in the Computer Simulatons of Liquid Crystals. Advances in the Computer Simulatons of Liquid Crystals 99 119 .
F. Biscarini, C. Chiccoli, P. Pasini, F. Semeria & C. Zannoni. (1995) Phase Diagram and Orientational Order in a Biaxial Lattice Model: A Monte Carlo Study. Physical Review Letters 75:9, pages 1803-1806.
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C. Chiccoli, P. Pasini, F. Semeria & C. Zannoni. (1990) A computer simulation of nematic droplets with radial boundary conditions. Physics Letters A 150:5-7, pages 311-314.
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J. Šebek. (1990) The anisotropy of molecular interactions IV. Balance between attractive and repulsive forces. Czechoslovak Journal of Physics 40:10, pages 1168-1176.
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M. M. Telo da Gama & P. Tarazona. (1990) First-order and continuous transitions in confined liquid crystals. Physical Review A 41:2, pages 1149-1152.
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C. Chiccoli, P. Pasini & C. Zannoni. (1988) A Monte Carlo investigation of the planar Lebwohl-Lasher lattice model. Physica A: Statistical Mechanics and its Applications 148:1-2, pages 298-311.
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