Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates
The method of binary additive quasi-solvates (BAQS) a new approach for analyzing the physicochemical properties of solutions is proposed. Quasi-solvate Qij is a hypothetical two-particle structure in which one particle i is the ‘solute’ and the other particle j is the ‘solvent’. A set of similar qua...
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| Format: | Article |
| Language: | English |
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V. N. Karazin Kharkiv National University
2024-09-01
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| Series: | Вісник Харківського національного університету: Серія xімія |
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| Online Access: | https://periodicals.karazin.ua/chemistry/article/view/24307 |
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| author | Pavel Efimov |
| author_facet | Pavel Efimov |
| author_sort | Pavel Efimov |
| collection | DOAJ |
| description | The method of binary additive quasi-solvates (BAQS) a new approach for analyzing the physicochemical properties of solutions is proposed. Quasi-solvate Qij is a hypothetical two-particle structure in which one particle i is the ‘solute’ and the other particle j is the ‘solvent’. A set of similar quasi-solvates has the macroscopic property Fij. The solution is an additive mixture of quasi-solvates with weight functions wij. Two models have been developed within the BAQS method: with symmetric weight functions (BAQS/S) and with asymmetric weight functions (BAQS/A). On the example of volumetric properties of non-electrolyte solutions the possibilities of the method are shown. Effective limiting partial molar volumes of components for mixtures of non-electrolytes are determined. The possibility of predicting the properties of multicomponent solutions from data for two-component systems is considered. Applications to other solution properties are shown. Each of the proposed models has its own advantages and limitations.
BAQS/S: describes molar volumes of mixtures, especially for aprotonic systems, can be used to predict properties of multicomponent systems, effective on small datasets. Limitations: applicability to other solution properties remains questionable, model parameters differ from those obtained by the independent method, approximation accuracy is inferior to empirical models.
BAQS/A: applicable for any solution properties, informative and illustrative. Limitations: very sensitive to the choice of approximating equation, difficult to interpret results, developed only for two-component systems. |
| format | Article |
| id | doaj-art-324d0617f28e462ab6ff402db66d6ead |
| institution | Kabale University |
| issn | 2220-637X 2220-6396 |
| language | English |
| publishDate | 2024-09-01 |
| publisher | V. N. Karazin Kharkiv National University |
| record_format | Article |
| series | Вісник Харківського національного університету: Серія xімія |
| spelling | doaj-art-324d0617f28e462ab6ff402db66d6ead2025-01-10T11:27:04ZengV. N. Karazin Kharkiv National UniversityВісник Харківського національного університету: Серія xімія2220-637X2220-63962024-09-014132–4132–4110.26565/2220-637X-2023-41-0324307Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvatesPavel Efimov0V. N. Karazin Kharkiv National University, 4 Svobody sq., Kharkiv, 61022, UkraineThe method of binary additive quasi-solvates (BAQS) a new approach for analyzing the physicochemical properties of solutions is proposed. Quasi-solvate Qij is a hypothetical two-particle structure in which one particle i is the ‘solute’ and the other particle j is the ‘solvent’. A set of similar quasi-solvates has the macroscopic property Fij. The solution is an additive mixture of quasi-solvates with weight functions wij. Two models have been developed within the BAQS method: with symmetric weight functions (BAQS/S) and with asymmetric weight functions (BAQS/A). On the example of volumetric properties of non-electrolyte solutions the possibilities of the method are shown. Effective limiting partial molar volumes of components for mixtures of non-electrolytes are determined. The possibility of predicting the properties of multicomponent solutions from data for two-component systems is considered. Applications to other solution properties are shown. Each of the proposed models has its own advantages and limitations. BAQS/S: describes molar volumes of mixtures, especially for aprotonic systems, can be used to predict properties of multicomponent systems, effective on small datasets. Limitations: applicability to other solution properties remains questionable, model parameters differ from those obtained by the independent method, approximation accuracy is inferior to empirical models. BAQS/A: applicable for any solution properties, informative and illustrative. Limitations: very sensitive to the choice of approximating equation, difficult to interpret results, developed only for two-component systems.https://periodicals.karazin.ua/chemistry/article/view/24307physicochemical analysismolar volumelimiting partial molar volumeredlich-kister equationnon-electrolyte solutionsmulticomponent mixturesbinary additive quasi-solvates |
| spellingShingle | Pavel Efimov Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates Вісник Харківського національного університету: Серія xімія physicochemical analysis molar volume limiting partial molar volume redlich-kister equation non-electrolyte solutions multicomponent mixtures binary additive quasi-solvates |
| title | Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates |
| title_full | Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates |
| title_fullStr | Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates |
| title_full_unstemmed | Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates |
| title_short | Analysis of volumetric properties of liquid mixtures: I. method of binary additive quasi-solvates |
| title_sort | analysis of volumetric properties of liquid mixtures i method of binary additive quasi solvates |
| topic | physicochemical analysis molar volume limiting partial molar volume redlich-kister equation non-electrolyte solutions multicomponent mixtures binary additive quasi-solvates |
| url | https://periodicals.karazin.ua/chemistry/article/view/24307 |
| work_keys_str_mv | AT pavelefimov analysisofvolumetricpropertiesofliquidmixturesimethodofbinaryadditivequasisolvates |