Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives
Quantitative structure–solubility relationships (QSSR) are considered as a type of Quantitative structure–property relationship (QSPR) study in which aqueous solubility of chemicals are related to chemical structure. In the present work, multiple linear regression (MLR) and artificial neural network...
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doaj-3cf8d55e8d7249e99051e32aecbd10762020-11-24T20:40:19ZengSerbian Chemical Society Journal of the Serbian Chemical Society0352-51391820-74212019-01-0184657559010.2298/JSC180820016K0352-51391900016KModeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivativesKherouf Soumaya0Bouarra Nabil1Bouakkadia Amel2Messadi Djelloul3Badji Mokhtar-Annaba university, Department of chemistry, Laboratory of environmental and food safety, Annaba, AlgeriaBadji Mokhtar-Annaba university, Department of chemistry, Laboratory of environmental and food safety, Annaba, Algeria + Center of scientific and technical research in Physico-Chemical analyzes (CRAPC), Bou-Ismail, Tipaza, AlgeriaBadji Mokhtar-Annaba university, Department of chemistry, Laboratory of environmental and food safety, Annaba, Algeria + University Abbes Laghrour Khenchela-Algeria-Route de Batna KhenchelaBadji Mokhtar-Annaba university, Department of chemistry, Laboratory of environmental and food safety, Annaba, AlgeriaQuantitative structure–solubility relationships (QSSR) are considered as a type of Quantitative structure–property relationship (QSPR) study in which aqueous solubility of chemicals are related to chemical structure. In the present work, multiple linear regression (MLR) and artificial neural network (ANN) techniques were used for QSSR studies of the water solubility of 68 phenols (phenol and its derivatives) based on molecular descriptors calculated from the optimized 3D structures. By applying missing value, zero and multicollinearity tests with a cutoff value of 0.95, and a genetic algorithm (GA), the descriptors that resulted in the best fitted models were selected. After descriptor selection, multiple linear regression (MLR) was used to construct a linear QSSR model. The R2 = 91.0 %, LOO Q2 = 89.33 %, s = 0.340 values of the model developed by MLR showed a good predictive capability for log S values of phenol and its derivatives. The results of MLR model were compared with those of the ANN model. the comparison showed that the R2 = 94.99 %, s = 0.245 of ANN were higher and lower, respectively, which illustrated an ANN presents an excellent alternative to develop a QSSR model for the log S values of phenols to MLR.http://www.doiserbia.nb.rs/img/doi/0352-5139/2019/0352-51391900016K.pdfQSPRaqueous solubilityphenolsmultiple linear regressionartificial neural network |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Kherouf Soumaya Bouarra Nabil Bouakkadia Amel Messadi Djelloul |
spellingShingle |
Kherouf Soumaya Bouarra Nabil Bouakkadia Amel Messadi Djelloul Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives Journal of the Serbian Chemical Society QSPR aqueous solubility phenols multiple linear regression artificial neural network |
author_facet |
Kherouf Soumaya Bouarra Nabil Bouakkadia Amel Messadi Djelloul |
author_sort |
Kherouf Soumaya |
title |
Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives |
title_short |
Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives |
title_full |
Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives |
title_fullStr |
Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives |
title_full_unstemmed |
Modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives |
title_sort |
modeling of linear and nonlinear quantitative structure property relationships of the aqueous solubility of phenol derivatives |
publisher |
Serbian Chemical Society |
series |
Journal of the Serbian Chemical Society |
issn |
0352-5139 1820-7421 |
publishDate |
2019-01-01 |
description |
Quantitative structure–solubility relationships (QSSR) are considered as a type of Quantitative structure–property relationship (QSPR) study in which aqueous solubility of chemicals are related to chemical structure. In the present work, multiple linear regression (MLR) and artificial neural network (ANN) techniques were used for QSSR studies of the water solubility of 68 phenols (phenol and its derivatives) based on molecular descriptors calculated from the optimized 3D structures. By applying missing value, zero and multicollinearity tests with a cutoff value of 0.95, and a genetic algorithm (GA), the descriptors that resulted in the best fitted models were selected. After descriptor selection, multiple linear regression (MLR) was used to construct a linear QSSR model. The R2 = 91.0 %, LOO Q2 = 89.33 %, s = 0.340 values of the model developed by MLR showed a good predictive capability for log S values of phenol and its derivatives. The results of MLR model were compared with those of the ANN model. the comparison showed that the R2 = 94.99 %, s = 0.245 of ANN were higher and lower, respectively, which illustrated an ANN presents an excellent alternative to develop a QSSR model for the log S values of phenols to MLR. |
topic |
QSPR aqueous solubility phenols multiple linear regression artificial neural network |
url |
http://www.doiserbia.nb.rs/img/doi/0352-5139/2019/0352-51391900016K.pdf |
work_keys_str_mv |
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