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Modeling metal ion sorption to heterogeneous sorbents

机译:模拟金属离子对非均相吸附剂的吸附

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Studies have demonstrated the importance of inorganic ion sorption processes in both natural environments and engineered systems. Recently, there has been a considerable interest in establishing risk-based cleanup standards for contaminated sites, a process that must consider the role of sorption processes in influencing contaminant migration pathways. Chemical equilibrium models have often been used to determine the migration pathways of toxic contaminants and the potential risk they pose. A common difficulty with these models is accurately simulating the interaction of metals with heterogeneous environmental materials, such as humic substances and soils. Environmental soils and sediments are assemblages of various minerals, colloids, organic debris and biota that form a complex medium for interaction with ions in the aqueous phase. This complex mixture of abioitc and biotic compounds often have been represented by discrete ligan models without electrostatics or by continuous distribution models. The distribution of binding sites as a function of binding strength is referred to as a sorbent's affinity spectrum. Electrostatic models in which the sorbent is represented by a combination of ligands having a discrete or continuous distribution of binding constants have also been developed. These models are capable in representing simple systems in which one or two aqueous chemical parameters are varied (e.g., metal binding vs. pH at fixed salt, ligand and metal concentration). However, as the data set becomes more complex, (e.g., simultaneous representation of proton and metal binding as aftion of pH, total salt, metal and ligand concentration) the task of developing a model that accurately describes sorption data is challenging. For environmental applications, it is the predictive capability of a model under varying chemical conditions that is of significance.
机译:研究已经证明了在自然环境和工程系统中无机离子吸附过程的重要性。最近,人们对建立基于风险的污染场地清理标准有极大的兴趣,该过程必须考虑吸附过程在影响污染物迁移途径中的作用。化学平衡模型经常被用于确定有毒污染物的迁移途径及其构成的潜在风险。这些模型的常见困难是准确模拟金属与异质环境材料(例如腐殖质和土壤)的相互作用。环境土壤和沉积物是各种矿物质,胶体,有机碎片和生物群的组合,形成了与水相中的离子相互作用的复杂介质。非生物和生物化合物的这种复杂混合物通常由没有静电的离散ligan模型或连续分布模型表示。结合位点随结合强度的分布被称为吸附剂的亲和谱。还开发了静电模型,其中吸附剂由结合常数离散或连续分布的配体的组合表示。这些模型能够代表简单的系统,其中一个或两个水性化学参数会发生变化(例如,在固定盐,配体和金属浓度下,金属结合力与pH值的关系)。但是,随着数据集变得越来越复杂(例如,质子和金属结合随pH,总盐,金属和配体浓度的变化而同时表示),开发能够准确描述吸附数据的模型的任务是具有挑战性的。对于环境应用而言,重要的是模型在变化的化学条件下的预测能力。

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