Mathematical Modeling of Hexafluorsilicate Ammonia Desublimation

M. Jafarov, V. Yevdokymenko, D. Kamenskyh, K. Rustamov, Z. A. Jafarov
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Abstract

The developed and software-implemented simplified three-dimensional mathematical model of the unsteady-state process of HFS desublimation into immersible vertical tanks with vertical finning is described. The study of regularities in the HFS desublimation process is performed by mathematical modeling. This algorithm has been implemented as an application package with a user-friendly interface. As a result, we have developed a two-dimensional non-stationary mathematical model of HFS desublimation in a reservoir consisting of several tanks, taking into account the presence of HPS convection and desublimation on the bottom wall of the tank, as well as the ellipticity of the upper and lower walls of the tank, which allows us to calculate a collector of any capacity, consisting of tanks of various types.
六氟硅酸氨脱水的数学模型
本文描述了开发并软件实现的HFS升沉到带垂直翅片的立式沉槽非定常过程的简化三维数学模型。采用数学建模的方法研究了高温高温脱氢过程的规律。该算法已作为一个具有用户友好界面的应用程序包实现。因此,我们开发了一个由多个储罐组成的储罐中HFS去升华的二维非平稳数学模型,考虑了储罐底部壁上存在的HPS对流和去升华,以及储罐上下壁上的椭圆性,这使我们能够计算任何容量的集热器,包括各种类型的储罐。
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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