Incorporating Primary Aggregate Heterogeneity into DLVO Theory: A Case Study on Heteroaggregation of Silica and Goethite Colloids

DLVO理论 胶体 化学 针铁矿 范德瓦尔斯力 化学物理 离子强度 骨料(复合) 静电学 表面电荷 粒子(生态学) 相互作用能 悬挂(拓扑) 离子键合 化学工程 聚丙烯酸 胶粒 表征(材料科学) 热力学 粒径 胶体二氧化硅 纳米技术 吸附 矿物学
作者
Ganlin Zu,Kang Chen,Zishuo Li,Gilles Montavon,Huijun Yao,Daming Zhang,Zongyuan Chen,Qiang Jin,Wangsuo Wu,Zhijun Guo
出处
期刊:Langmuir [American Chemical Society]
卷期号:41 (49): 33377-33386 被引量:1
标识
DOI:10.1021/acs.langmuir.5c04623
摘要

Colloid interactions are usually interpreted using the classic Derjaguin-Landau-Verwey-Overbeek (DLVO) theory and its variants. However, the repulsive interaction energy given in some DLVO predictions was sometimes inconsistent with the observed aggregation in heterogeneous colloidal systems containing different types of colloids. To address this issue, we studied the heteroaggregation of silica and goethite colloids, two oppositely charged colloids commonly found in the environment, as functions of colloid mass ratio, pH and ionic strength. We found that the discrepancies between experimental observations and DLVO predictions can be attributed to the heterogeneous surface charge distributions of the primary aggregates, contradicting the DLVO assumption of homogeneously charged primary aggregates. Consequently, a new method considering the effect of heterogeneity, was developed to quantitatively evaluate the interaction energies between primary heteroaggregates based on the electrostatic and van der Waals interactions (Hetero-DLVO). The interaction energies, evaluated by considering all pairwise interactions among the component colloids of the two primary aggregates (i.e., silica-silica, goethite-goethite, and silica-goethite), showed good agreement with experimental observations under various conditions. This study contributes to a better understanding of heteroaggregation mechanisms, improved DLVO-based prediction strategies for heterogeneous colloidal systems, and facilitates accurate predictions of colloidal particle behavior in aquatic systems.
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