Estimation of properties of organic perfluoroalkyl derivatives using recurrent equations
И. Г. Зенкевич
Abstract
И. Г. Зенкевич
Abstract
Using normal boiling point, melting point, refractive index, and relative density as examples, it has been demonstrated that physical properties of perfluorinated organic homologs can be approximated with sufficient accuracy by recurrent equations of the A ( n + k ) = aA ( n ) + b type with k =1 or 2 (the latter being valid for melting point).
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Using normal boiling point, melting point, refractive index, and relative density as examples, it has been demonstrated that physical properties of perfluorinated organic homologs can be approximated with sufficient accuracy by recurrent equations of the A ( n + k ) = aA ( n ) + b type with k =1 or 2 (the latter being valid for melting point).
Key concepts: Chemistry, Boiling point, Melting point, Refractive index, Thermodynamics, Point (geometry), Organic chemistry, Computational chemistry