Publication

Solid-liquid equilibria of some natural phenolic compounds: experimental and modelling

View document

Bibliographic Details
Summary:Phenolic compounds are typically found in plants, usually as esters or glycosides [1]. Apart from being starting materials for many chemical synthesis, there is also huge evidence that some phenolic compounds have beneficial effects on human health. In this work, the aqueous solubilities of some phenolic compounds such as the hydroxybenzoic acids gallic, salicylic, protocatechuic and syringic acids, and the phenilpropenoic acids caffeic, cinnamic, ferulic and coumaric acids are addressed. Measurements were performed, as a function of temperature, between 288 K and 323 K, at atmospheric pressure, using constant-temperature jacketed equilibrium glass cells. Approaches for modelling the measured data were evaluated, including the modified UNIQUAC model [2] and the CPA equation of state [3].
Main Authors:Mota, Fátima L.
Other Authors:Queimada, António; Pinho, Simão; Macedo, Eugénia A.
Subject:Phenolic compounds Solubility Experimental Modelling CPA
Year:2008
Country:Portugal
Document type:conference paper
Access type:open access
Associated institution:Instituto Politécnico de Bragança
Language:English
Origin:Biblioteca Digital do IPB
Description
Summary:Phenolic compounds are typically found in plants, usually as esters or glycosides [1]. Apart from being starting materials for many chemical synthesis, there is also huge evidence that some phenolic compounds have beneficial effects on human health. In this work, the aqueous solubilities of some phenolic compounds such as the hydroxybenzoic acids gallic, salicylic, protocatechuic and syringic acids, and the phenilpropenoic acids caffeic, cinnamic, ferulic and coumaric acids are addressed. Measurements were performed, as a function of temperature, between 288 K and 323 K, at atmospheric pressure, using constant-temperature jacketed equilibrium glass cells. Approaches for modelling the measured data were evaluated, including the modified UNIQUAC model [2] and the CPA equation of state [3].