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Inhibition of growth in solid solution–aqueous solution systems byudnon-incorporating impurities

机译:ud抑制固溶体-水溶液系统的生长非掺入杂质

摘要

Crystal growth inhibition by non-incorporating impurities has been described and quantified since 1958 byudthe so-called step pinning model by Cabrera and Vermilyea [1]. In the original model, as well as in its recentudimprovements by Weaver et al. in 2006 and 2007 [2,3], only the inhibition by the adsorption of impurities onudcrystal surfaces with fixed compositions is considered. However, most of the crystals found in nature are solidudsolutions with more or less wide chemical variability. Therefore, in order to provide more realistic models ofudcrystal growth inhibition in natural systems, it is fundamental to study in detail the inhibition of surfaces ofudsolid solutions by non-incorporating impurities. In this paper, the Cabrera–Vermilyea model has beenudgeneralised for the case of growth inhibition in solid solution–aqueous solution (SS–AS) systems. Thisudgeneralisation was made by considering that supersaturation and the physicochemical properties of the solidudsolutions are functions of the solid composition. The main implication of the model is that a progressiveudinhibition of growth of a solid solution by increasing the concentration of an adsorbed impurity results inudcompositional changes on the growing surfaces.
机译:自1958年以来,已经通过卡布雷拉和Vermilyea [1]所谓的阶梯钉扎模型描述和量化了非掺入杂质对晶体生长的抑制作用。在原始模型中,以及在最近由Weaver等人进行的 Dim改进中。在2006年和2007年[2,3]中,仅考虑了固定成分的杂质在 ud晶体表面上的吸附抑制作用。但是,自然界中发现的大多数晶体都是固溶体,具有或多或少的广泛的化学变异性。因此,为了在自然系统中提供更现实的 udcrystal生长抑制模型,详细研究非结合杂质对 udsolid溶液表面的抑制是基础的。在本文中,已经对Cabrera-Vermilyea模型进行了平衡分析,以解决固溶-水溶液(SS-AS)系统中的生长抑制情况。通过考虑固体溶液的过饱和度和理化性质是固体组合物的功能来进行这种预算化。该模型的主要含义是,通过增加吸附杂质的浓度来逐步抑制固溶体的生长会导致生长表面上的成分发生变化。

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