曲率对球形沉淀溶解动力学的影响

H. B. Aaron, G. Kotler
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引用次数: 19

摘要

摘要研究了曲率对球形析出物溶解动力学的影响。这是通过使用改进的Gibbs-Thompson方程来实现的,该方程将析出物/基体界面处的基体成分表示为析出物半径的函数。这样就可以解释溶解沉淀物曲率的增加。讨论了曲率影响可能显著改变扩散控制溶解动力学的物理参数范围。曲率的存在倾向于加速溶解,这在时间长(即析出物尺寸小)和析出物/基体界面(Cr I)和耗尽基体(cm)的溶质浓度差很小的情况下尤为重要。然而,一般来说,曲率即使在很长时间内也不会明显影响溶解动力学,除非浓度差(Cr I - cm)足够小。
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The Effects of Curvature on the Dissolution Kinetics of Spherical Precipitates
AbstractThe effects of curvature on the dissolution kinetics of spherical precipitates is investigated. This is accomplished by using a modified Gibbs–Thompson equation to represent the composition in the matrix at the precipitate/matrix interface as a function of precipitate radius. In this way one can account for the increasing curvature of the dissolving precipitate. The range of physical parameters for which the effect of curvature may appreciably alter the kinetics of diffusion-controlled dissolution is discussed. The presence of curvature tends to speed up dissolution, being particularly important at long times (i.e., small precipitate sizes) and when the difference between the solute concentration at the precipitate/matrix interface (Cr I ) and in the depleted matrix (C M ) is small. It is shown, however, that curvature will, in general, not sensibly affect the dissolution kinetics even at long times unless the concentration difference (Cr I – C M ) is sufficiently small.
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