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实验确定农药和其他污染物的多参数线性自由能关系(pp-LFER)物质描述符:新的测量和建议。

Experimental determination of polyparameter linear free energy relationship (pp-LFER) substance descriptors for pesticides and other contaminants: new measurements and recommendations.

机构信息

Helmholtz Centre for Environmental Research UFZ, Permoserstrasse 15, D-04318 Leipzig, Germany.

出版信息

Environ Sci Technol. 2013 Dec 17;47(24):14204-14. doi: 10.1021/es404150e. Epub 2013 Nov 22.

Abstract

Well-calibrated polyparameter linear free energy relationships (pp-LFERs) are an accurate way to predict partition coefficients (K) for neutral organic chemicals. In this work, pp-LFER substance descriptors of 111 environmentally relevant substances, mainly pesticides, were determined experimentally using gas chromatographic (GC) retention times and liquid/liquid partition coefficients. The complete set of descriptors for 50 compounds are being reported here for the first time. Validation of the measured substance descriptors was done by comparing predicted and experimental log K for the systems octanol/water (Kow), water/air (Kwa), and organic carbon/water (Koc), all of which indicated a high reliability of pp-LFER predictions based on the determined descriptors (e.g., a root mean squared error of 0.39 for log Kow). The descriptors presented in this work in combination with existing pp-LFER system equations substantially extend (and in some cases correct) our knowledge on partition properties of these 111 chemicals. In addition, the results of this work provide insight on some general guidelines with respect to the method combination best suited for deriving descriptors for environmentally relevant compounds.

摘要

经过良好校准的多参数线性自由能关系(pp-LFER)是预测中性有机化合物分配系数(K)的准确方法。在这项工作中,使用气相色谱(GC)保留时间和液/液分配系数实验测定了 111 种与环境相关的物质(主要是农药)的 pp-LFER 物质描述符。这里首次报告了 50 种化合物完整的描述符集。通过比较系统辛醇/水(Kow)、水/空气(Kwa)和有机碳/水(Koc)的预测和实验 log K 来验证所测物质描述符的有效性,所有这些都表明基于所确定的描述符进行 pp-LFER 预测具有很高的可靠性(例如,log Kow 的均方根误差为 0.39)。本文提出的描述符与现有的 pp-LFER 系统方程相结合,大大扩展了(并且在某些情况下纠正了)我们对这 111 种化学物质分配性质的了解。此外,这项工作的结果提供了一些关于最适合推导环境相关化合物描述符的方法组合的一般指导原则的见解。

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