期刊
JOURNAL OF MOLECULAR LIQUIDS
卷 325, 期 -, 页码 -出版社
ELSEVIER
DOI: 10.1016/j.molliq.2020.115242
关键词
Chiral nematic liquid crystal; Minimum-energy path; Freedericksz transition; Hysteresis
资金
- Russian Science Foundation [19-42-06302]
- Russian Science Foundation [19-42-06302] Funding Source: Russian Science Foundation
The study discovered that the critical voltage of the Freedericksz transition is proportional to the free twisting wave number for branches with non-vanishing half-turn number. The energy barrier exhibits hysteresis with respect to the electric field dependence, and a first-order electrically driven transition involving out-of-plane director deformations was observed when passing through a first-order saddle point in minimum-energy pathways.
We study minimum-energy pathways ( MEPs) between the branches of metastable helical structures in chiral nematic liquid crystals (CNI.Cs) subjected to the electric field applied across the cell. By performing stability analysis we have found that, for the branches with non-vanishing half-turn number, the threshold (critical) voltage of the Freedericksz transition is an increasing function of the free twisting wave number. The curves for the threshold voltage depend on the elastic anisotropy and determine the zero-field critical free twisting number where the director out-of-plane fluctuations destabilize the CNLC helix. For each MEP passing through a first order saddle point we have computed the energy barrier as the energy difference between the saddle-point and the initial structures at different values of the applied field. In our calculations, where the initial approximation for a MEP at the next step was determined by the MEP obtained at the previous step, the electric field dependence of the energy barrier is found to exhibit the hysteresis. This is the hysteresis of electrically driven transition of the saddle-point configuration between the planar and the tilted structures involving out-of-plane director deformations. It turned out that, by contrast to the second-order Freedericksz transition, this transition is first order and we have studied how it depends on the zenithal anchoring energy strength. (C) 2020 Elsevier B.V. All rights reserved.
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