Variable reactivity and phase separation in patchy particle systems |
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Authors: | R. E. Ryltsev L. D. Son K. Yu. Shunyaev |
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Affiliation: | 1. Institute of Metallurgy, Ural Branch of Russian Academy of Sciences, Ekaterinburg, Russia;2. Ural Federal University, Ekaterinburg, Russia;3. L.D. Landau Institute for Theoretical Physics, Moscow, Russiahttps://orcid.org/0000-0003-1746-8200;4. Ural Federal University, Ekaterinburg, Russia;5. Ural State Pedagogical University, Ekaterinburg, Russia |
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Abstract: | ABSTRACTUsing statistical model, we study mechanisms of phase separation in a solution consisting of patchy particles, which are capable to form directed and saturated thermoreversible bonds. We focus on the impact of variable reactivity of patchy particles on the form of miscibility gap. We show that the variation of model parameters determining features of interparticle interaction makes it possible to obtain miscibility gaps of different types within the unified formalism. In particular, we uncover two different mechanisms of the formation of phase separation curves with lower critical solution temperature. The first mechanism is realised in the case of positive bonding energy; the second one can takes place when the energy of formation of two-bonded particles is lower than that for all other m-bonded ones. We conclude that the most interesting and non-trivial phase behavior is observed in the case of patchy particles with variable reactivity. Using rigorous statistical model, we uncover new mechanisms of phase separation in a solution consisting of patchy particles, which are capable to form directed and saturated thermoreversible bonds. This topic corresponds to state of the art in modern chemical physics. The results obtained shed light on interplay between features of non-isotropic interactions and phase behavior in both molecular and nanoparticle systems. We conclude that the most interesting and non-trivial phase behavior is observed in the case of patchy particles with variable reactivity. |
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Keywords: | Patchy particles non-isotropic interaction miscibility gap lower critical solution temperature lattice-gas model |
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