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Liquid Crystals Volume 16, 1994 - Issue 6
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Original Articles

Study of an anisotropic lattice model with interactions of rank higher than four

S. Romano Dipartimento di Fisica, ‘A. Volta’ Università di Pavia via A, Bassi 6, I-27100, Pavia, Italy
Pages 1015-1025 | Received 09 Aug 1993, Accepted 04 Oct 1993, Published online: 24 Sep 2006

Citations (11)

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Ja.M. Ilnytskyi. (1998) Modified Lebwohl—Lasher Model for Investigation of Nematic — Isotropic Phase Transition in Liquid Crystals. Molecular Crystals and Liquid Crystals Science and Technology. Section A. Molecular Crystals and Liquid Crystals 323:1, pages 113-128.
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Articles from other publishers (10)

J. M. Fish & R. L. C. Vink. (2010) Isotropic-to-nematic transition in confined liquid crystals: An essentially nonuniversal phenomenon. Physical Review E 81:2.
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C M Care & D J Cleaver. (2005) Computer simulation of liquid crystals. Reports on Progress in Physics 68:11, pages 2665-2700.
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Enakshi Mondal & Soumen Kumar Roy. (2004) Behaviour of topological charges in the phase transitions exhibited by two planar lattice models. Physics Letters A 324:4, pages 337-343.
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Abhijit Pal & Soumen Kumar Roy. (2003) Monte Carlo simulation of a planar lattice model with interactions . Physical Review E 67:1.
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S. ROMANO. (2012) COMPUTER SIMULATION STUDY OF A NEMATOGENIC LATTICE-GAS MODEL WITH FOURTH-RANK INTERACTIONS. International Journal of Modern Physics B 16:19, pages 2901-2915.
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S. ROMANO. (2011) COMPUTER SIMULATION STUDY OF A NEMATOGENIC LATTICE-GAS MODEL BASED ON THE NEHRING–SAUPE INTERACTION POTENTIAL. Modern Physics Letters B 15:04n05, pages 137-155.
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S. ROMANO. (2012) MEAN FIELD, TWO-SITE CLUSTER, AND COMPUTER SIMULATION STUDY OF A NEMATOGENIC LATTICE-GAS MODEL. International Journal of Modern Physics B 15:03, pages 259-280.
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S. ROMANO. (2012) COMPUTER SIMULATION STUDY OF A NEMATOGENIC LATTICE-GAS MODEL. International Journal of Modern Physics B 14:11, pages 1195-1207.
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Jaroslav Ilnytskyi, Stefan Sokołowski & Orest Pizio. (1999) Nematic-isotropic transition in a lattice model with quenched disordered impurities: A Monte Carlo study. Physical Review E 59:4, pages 4161-4168.
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Kisor Mukhopadhyay, Abhijit Pal & Soumen Kumar Roy. (1999) Study of a planar lattice model with P4 interaction. Physics Letters A 253:1-2, pages 105-112.
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