Khan Pathan Mohsin, Rasulev Bakhtiyor, Roy Kunal
Department of Pharmacoinformatics, National Institute of Pharmaceutical Educational and Research (NIPER), Chunilal Bhawan, 168, Manikata Main Road, 700054 Kolkata, India.
Department of Coatings and Polymeric Materials, North Dakota State University, Fargo, North Dakota 58108-6050, United States.
ACS Omega. 2018 Oct 17;3(10):13374-13386. doi: 10.1021/acsomega.8b01834. eCollection 2018 Oct 31.
In the present work, predictive quantitative structure-property relationship models have been developed to predict refractive indices (RIs) of a set of 221 diverse organic polymers using theoretical two-dimensional descriptors generated on the basis of the structures of polymers' monomer units. Four models have been developed by applying partial least squares (PLS) regression with a different combination of six descriptors obtained via double cross-validation approaches. The predictive ability and robustness of the proposed models were checked using multiple validation strategies. Subsequently, the validated models were used for the generation of "intelligent" consensus models (http://teqip.jdvu.ac.in/QSAR_Tools/DTCLab/) to improve the quality of predictions for the external data set. The selected consensus models were used for the prediction of refractive index values of various classes of polymers. The final selected model was used to predict the refractive index of four small virtual libraries of monomers recently reported. We also used a true external data set of 98 diverse monomer units with the experimental RI values of the corresponding polymers. The obtained models showed a good predictive ability as evidenced from a very good external predicted variance.
在本研究中,基于聚合物单体单元的结构生成理论二维描述符,开发了预测定量结构-性质关系模型,以预测221种不同有机聚合物的折射率(RI)。通过应用偏最小二乘法(PLS)回归并结合通过双重交叉验证方法获得的六个描述符的不同组合,开发了四个模型。使用多种验证策略检查了所提出模型的预测能力和稳健性。随后,将经过验证的模型用于生成“智能”共识模型(http://teqip.jdvu.ac.in/QSAR_Tools/DTCLab/),以提高外部数据集预测的质量。所选的共识模型用于预测各类聚合物的折射率值。最终选定的模型用于预测最近报道的四个单体小型虚拟库的折射率。我们还使用了一个包含98个不同单体单元的真实外部数据集以及相应聚合物的实验RI值。所获得的模型显示出良好的预测能力,从非常好的外部预测方差可以证明这一点。