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Thermodynamic Functions in the Binary System of a C60 Fullerene Derivative with Methionine Amino Acid–Н2О

Konstantin N. SemenovSt. Petersburg State Technological Institute (Technical University), 190013, St. Petersburg, RussiaН. А. ЧарыковSt. Petersburg Electrotechnical University (LETI), 197376, St. Petersburg, RussiaA. V. KurilenkoSt. Petersburg State Technological Institute (Technical University), 190013, St. Petersburg, RussiaВ. А. КескиновSerikbayev East Kazakhstan State Technical University, 070004, Ust-Kamenogorsk, KazakhstanZh. K. ShaimardanovSerikbayev East Kazakhstan State Technical University, 070004, Ust-Kamenogorsk, KazakhstanB. K. ShaimardanovaSerikbayev East Kazakhstan State Technical University, 070004, Ust-Kamenogorsk, KazakhstanN. A. KulenovaSerikbayev East Kazakhstan State Technical University, 070004, Ust-Kamenogorsk, KazakhstanM. Yu. MatuzenkoSt. Petersburg State Technological Institute (Technical University), 190013, St. Petersburg, RussiaV. V. KlepikovSt. Petersburg State Technological Institute (Technical University), 190013, St. Petersburg, Russia
2020en
ABI

Abstract

The temperature of the onset of ice crystallization (∆Т) is determined for binary aqueous solutions of a water-soluble tris-adduct of light fullerene with methionine С60(C5H11NO2S)3 in the temperature range of 272.58–273.15 K. It is found that the bis-adduct concentration varies over a wide range of the mole fraction scale: x = 0.000–7.71 × 10−5 arb. units. Liquidus temperatures are measured using a Beckmann thermometer with a linear scale resolution of ∆T/∆h ≈ 0.01 K/mm. Partial molar excess functions are calculated for H2O. An original semi-empirical VD-AS model is developed to provide a thermodynamic description of such systems. This model is based on a virial expansion of the molar Gibbs energy in terms of mole fractions of components in the solution. Partial molar functions of the bis-adduct are calculated using the VD-AS model. The excess and average total molar Gibbs energies of solutions and gaps in concentration miscibility are calculated. It is concluded that the VD-AS model accurately describes the processes of pre-lamination or microheterogeneous structure formation.

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