Microphase separation in brushes capable of liquid crystal ordering
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Darinskij, A.A.
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Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, RussiaInst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
Darinskij, A.A.
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Tupitsyna, A.I.
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Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, RussiaInst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
Tupitsyna, A.I.
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Birshtejn, T.M.
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Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, RussiaInst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
Birshtejn, T.M.
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Saf'yannikova, M.G.
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Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, RussiaInst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
Saf'yannikova, M.G.
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Amoskov, V.M.
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Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, RussiaInst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
Amoskov, V.M.
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Emri, I.
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Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, RussiaInst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
Emri, I.
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]
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[1] Inst. of Macromolecular Compounds, RAS, Bol'shoi pr. 31, Sankt-Peterburg, 199004, Russia
The behavior of an anisotropic polymer brush in a continuous medium with varying grafting density σ and anisotropic interaction parameter η was studied by a method based on the combination of Brownian dynamics and mean-field algorithms. It was shown that, as η in a brush with small σ values changes, stepwise phase transitions from the state of a conventional brush to the microphase-separated or the fully liquid crystalline state (forward transition with an increase in η), as well as from the microphase-separated brush to the conventional brush (reverse transition with a decrease in η), takes place. Hysteresis effects are displayed for these transitions. A comparison of the results obtained in terms of the continuum model and the model of walk on a simple cubic lattice showed that transition scenarios are independent of the model selected and the quantitative differences in transition characteristics are due to the difference in entropic effects.