Center of Excellence in Electrochemistry, Faculty of Chemistry, University of Tehran, Iran.
J Comput Chem. 2012 Mar 15;33(7):732-47. doi: 10.1002/jcc.22892. Epub 2012 Jan 13.
The experimental conditions in quantitative structure-property relationship (QSPR) studies need to be the same for each dataset in case one wishes to relate the property, only to the structure. This major drawback limits QSPR studies due to two reasons: (1) Gathering of physicochemical data obtained under the same experimental condition is difficult. (2) The obtained model is just useful to predict the physicochemical properties under the specific experimental condition. In this article, we report an attempt to highlight the shortcoming of QSPR studies for a property that was measured under different experimental conditions. In addition, we reveal inadequacies that correlating the fluorescence properties and the descriptor of the solvent has. These defects are eventually removed by taking into account the solvent-solute interactions in descriptor calculations. Quantum chemical calculations (HF/6-31G*) were carried out to optimize geometry and calculate the structural descriptors. The genetic algorithm combined with multiple linear regression method was utilized to construct the linear QSPR models. Because of the better nonlinear relationship between the quantum yield of fluorescence and structural descriptors in comparison with those of a linear relationship, support vector machine was used to construct the nonlinear QSPR model. Result analyses demonstrated that the proposed models meet our goal.
定量构效关系(QSPR)研究中的实验条件需要在每个数据集之间保持相同,以便将性质仅与结构相关联。由于两个原因,这一主要缺点限制了 QSPR 研究:(1)难以收集在相同实验条件下获得的物理化学数据。(2)获得的模型仅可用于预测特定实验条件下的物理化学性质。在本文中,我们报告了尝试突出在不同实验条件下测量的性质的 QSPR 研究的缺点。此外,我们揭示了将荧光性质与溶剂描述符相关联的不足之处。通过考虑描述符计算中的溶剂-溶质相互作用,最终消除了这些缺陷。进行了量子化学计算(HF/6-31G*)以优化几何形状并计算结构描述符。利用遗传算法结合多元线性回归方法构建了线性 QSPR 模型。由于量子荧光产率与结构描述符之间的非线性关系优于线性关系,因此使用支持向量机构建了非线性 QSPR 模型。结果分析表明,所提出的模型符合我们的目标。