氡在活性炭上吸附的亨利常数的温度依赖性

IF 0.7 4区 工程技术 Q4 ENGINEERING, CHEMICAL
E. P. Magomedbekov, A. O. Merkushkin, A. V. Obruchikov, V. S. Pokalchuk, N. N. Kulov
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引用次数: 0

摘要

吸附剂活性的逐层伽马光谱测量用于计算亨利常数,并确定在20至60°C的温度范围内,等级AG-3, VSK-5, SKT-3和NWC 12x40的活性炭上动态氡吸附的温度依赖参数。亨利常数的对数是整个考虑范围内逆温度的线性函数。所获得的相关性的线性允许在实验研究范围之外的温度下计算亨利常数的值。计算了不同等级活性炭对氡的等温吸附热。在Ar-Kr-Xe-Rn系列惰性气体中,随着吸附质原子序数的增加,吸附等等热单调增加,表明活性炭在该系列惰性气体中的吸附能力增加。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Temperature Dependence of Henry Constants of Radon Adsorption on Activated Carbons

Temperature Dependence of Henry Constants of Radon Adsorption on Activated Carbons

Layer-by-layer gamma-spectrometric measurements of sorbent activity are used to calculate Henry constants and determine parameters of their temperature dependence for dynamic radon adsorption on activated carbon of grades AG-3, VSK-5, SKT-3, and NWC 12x40 in the 20 to 60°C range of temperatures. The logarithm of the Henry constant is a linear function of the inverse temperature throughout the considered range. The linearity of the obtained dependences allows the values of Henry constants to be calculated at temperatures outside the range studied experimentally. The isoteric heat of adsorption of radon on the activated carbon of the considered grades is calculated. The isosteric heat of adsorption grows monotonically upon raising the atomic number of the adsorbate in the series of inert gases Ar–Kr–Xe–Rn, indicating an increase in the sorption capacity of activated carbon in this series.

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来源期刊
CiteScore
1.20
自引率
25.00%
发文量
70
审稿时长
24 months
期刊介绍: Theoretical Foundations of Chemical Engineering is a comprehensive journal covering all aspects of theoretical and applied research in chemical engineering, including transport phenomena; surface phenomena; processes of mixture separation; theory and methods of chemical reactor design; combined processes and multifunctional reactors; hydromechanic, thermal, diffusion, and chemical processes and apparatus, membrane processes and reactors; biotechnology; dispersed systems; nanotechnologies; process intensification; information modeling and analysis; energy- and resource-saving processes; environmentally clean processes and technologies.
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