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采用 1-、2- 和 3-参数转移函数简化 Cu、Ni 和 Zn 的生物配体模型。

Simplification of biotic ligand models of Cu, Ni, and Zn by 1-, 2-, and 3-parameter transfer functions.

机构信息

Institute of Environmental Sciences, Leiden University, Leiden, The Netherlands.

出版信息

Integr Environ Assess Manag. 2012 Oct;8(4):738-48. doi: 10.1002/ieam.1298. Epub 2012 May 3.

Abstract

Biotic ligand models for calculation of watertype-specific no effect concentrations are recognized as a major improvement in risk assessment of metals in surface waters. Model complexity and data requirement, however, hamper the regulatory implementation. To facilitate regulatory use, biotic ligand models (BLM) for the calculation of Ni, Cu, and Zn HC5 values were simplified to linear equations with an acceptable level of accuracy, requiring a maximum of 3 measured water chemistry parameters. In single-parameter models, dissolved organic carbon (DOC) is the only significant parameter with an accuracy of 72%-75% to predict HC5s computed by the full BLMs. In 2-parameter models, Mg, Ca, or pH are selected by stepwise multiple regression for Ni, Cu, and Zn HC5, respectively, and increase the accuracy to 87%-94%. The accuracy is further increased by addition of a third parameter to 88%-97%. Three-parameter models have DOC and pH in common, the third parameter is Mg, Ca, or Na for HC5 of Ni, Cu, and Zn, respectively. Mechanisms of chemical speciation and competitive binding to the biotic ligand explain the selection of these parameters. User-defined requirements, such as desired level of reliability and the availability of measured data, determine the selection of functions to predict HC5.

摘要

生物配体模型被认为是在地表水金属风险评估方面的一项重大改进,可用于计算特定水类型的无效应浓度。然而,模型的复杂性和数据要求阻碍了其在监管中的实施。为了促进监管的使用,简化了用于计算镍、铜和锌 HC5 值的生物配体模型 (BLM),使其成为具有可接受准确度的线性方程,仅需要最多 3 个测量的水化学参数。在单参数模型中,溶解性有机碳 (DOC) 是唯一具有预测由完整 BLM 计算得出的 HC5s 的 72%-75%准确度的重要参数。在 2-参数模型中,Mg、Ca 或 pH 分别通过逐步多元回归选择用于镍、铜和锌的 HC5,准确度提高到 87%-94%。通过添加第三个参数,准确度进一步提高到 88%-97%。三参数模型有共同的 DOC 和 pH,对于镍、铜和锌的 HC5,第三个参数分别是 Mg、Ca 或 Na。化学形态和对生物配体的竞争结合的机制解释了这些参数的选择。用户定义的要求,如所需的可靠性水平和测量数据的可用性,决定了用于预测 HC5 的函数的选择。

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