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Kinetics of Cluster Growth in Fullerene Solutions of Different Polarity

机译:不同极性富勒烯溶液中群体增长的动力学

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Investigations of aggregation and associated kinetic effects, proceeding in various solutions of fullerenes C_(60) present a general interesting subject of research for the last 20-30 years. Since the discovery of fullerene solubility in liquids of different polarity, and also proposition of several methods for their dispersion in water media, these studies are considered particularly interesting from practical point of view. In this chapter we give a brief review of some experimental facts about kinetics of cluster growth in these systems, and present some theoretical models for their description. Most attention is given to such solvents as toluene, benzene and N-methylpyrrolidone (NMP). Some recent ultraviolet-visible (UV-Vis) spectroscopy studies of kinetics of fullerene dissolution, and C_(60)-NMP complexes formation are presented. While in case of low-polar solvents one can easily extract the kinetic constants by applying simple dissolution equations, for the polar solutions the Bouguer-Lambert-Beer law is not applicable and we propose a model for accounting of the complex formation. This allows, again, to extract the dissolution rate constants, and also the complex formation rates. The kinetic theory of cluster formation and growth is based on the nucleation theory. We develop additional suppositions that are required to account for change of fullerene state after interaction with solvents. For obtaining the evolution of the cluster-size distribution function for any stage of cluster growth in the solution, a specific method is applied. Finally, we propose a general model for describing the critical character of fullerenes clusters decomposition in polar solvent on addition of water. This model is based on the specific dependence of molecules solubility in binary mixture on the amount of added water.
机译:在富勒烯C_(60)的各种解决方案聚集和相关的动力学效应,诉讼的调查目前的研究一般有趣的主题在过去的20 - 30年。由于富勒烯溶解度的不同极性,也是几种方法,用于其在水中的分散介质命题液体的发现,这些研究被认为从实际的角度来看特别有趣。在本章中,我们提供了有关在这些系统中簇生长动力学的一些实验事实的简要回顾,并提出了一些理论模型中的描述。最关注的是这样的溶剂如甲苯,苯和N-甲基吡咯烷酮(NMP)。最近富勒烯溶解动力学的一些紫外 - 可见(UV-VIS)光谱法研究,C_(60)-NMP络合物形成被呈现。而在低极性溶剂的情况下,可以通过使用简单的溶解方程式,对极性溶液方便地提取动力学常数布格 - 朗伯 - 比尔定律不适用,我们提出了一个模型,核算复杂地层。这样,再次提取溶解速率常数,也是复杂的形成率。集群形成和生长动力学理论是基于核理论。我们发展所需要的账户与溶剂相互作用后富勒烯状态的变化额外的假定。用于获得在溶液中簇生长的任何阶段的簇大小分布函数的演变,具体的方法被应用。最后,我们提出了一个通用模型描述富勒烯团簇分解的关键字符极性溶剂的添加水。该模型是基于二元混合物上加入水的量的分子溶解性的特定依赖关系。

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