TWO-COMPONENT SYSTEMS WITH LOW SOLUBILITY OF ELEMENTS IN THE SOLID α-PHASE

O.P. Shcherban
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Abstract

The paper describes the analysis of two-component systems with low solubility of elements in the solid α-phase, which includes calculations of the maximum solubility of the poorly soluble component using the laws of interphase transformations and thermodynamic parameters of the components. Two different approaches to calculating the limiting solubility of poorly soluble components in the solid α-phase are considered: under the assumption of ideal behavior of the system and with deviation of the system from ideal dissolution, i.e. under the condition that the αphase behaves as a regular solution. Parametric expressions for determining the solubility of poorly soluble components in the solid α-phase are described. The results of applying these expressions for calculating the solubility of the second component in individual systems based on cadmium, zinc, and tellurium are given. The scatter values of the obtained calculated data on the solubility of poorly soluble components in the solid α-phase when the systems deviate from ideal dissolution are given.
固体 α 相中元素溶解度较低的双组分系统
本文介绍了对固体 α 相中元素溶解度较低的双组分系统的分析,包括利用相间转化定律和组分的热力学参数计算溶解度较低组分的最大溶解度。在计算固体 α 相中溶解性差的成分的极限溶解度时,考虑了两种不同的方法:一种是假定系统行为理想,另一种是系统偏离理想溶解度,即 α 相行为为常规溶液。描述了用于确定固体 α 相中溶解度较低成分的参数表达式。文中给出了应用这些表达式计算镉、锌和碲个别体系中第二种成分溶解度的结果。给出了当体系偏离理想溶解度时,所获得的关于溶解性差的成分在固体 α 相中溶解度的计算数据的散点值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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