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Measurements of intra-diffusion coefficients for gaseous binary mixtures
Chemical Engineering Science ( IF 4.1 ) Pub Date : 2024-11-19 , DOI: 10.1016/j.ces.2024.120952
Sam Kobeissi, Nicholas N.A. Ling, Eric F. May, Michael L. Johns

Benchtop pulsed field gradient (PFG) nuclear magnetic resonance (NMR) measurements of the intra-diffusion coefficient (Di) for binary gaseous mixtures are presented as a function of composition, for temperature and pressure conditions broadly relevant to industrial and geological processes. This required the design, construction, and application of a novel NMR-compatible sapphire sample cell. Measurements were performed for methane–nitrogen, methane-helium, and methane-hydrogen mixtures, with compositions down to 0.5 mol% methane that were resolvable in a reasonable time frame. Consequently, extrapolation to infinite dilution was enabled, with the resultant values of Di(xi = 0) compared with relevant mutual diffusion coefficients (D12) from both literature and as estimated using kinetic theory (Thorne-Enskog equation). In the case of methane-helium mixtures, agreement was overwhelmingly within experimental uncertainty across the temperature–pressure parameter space explored, whereas in the case of methane–nitrogen, the determined values of Di(xi = 0) were slightly larger than D12 data as predicted by kinetic theory. In the case of methane-hydrogen mixtures, simultaneous measurements of both methane and hydrogen intra-diffusion coefficients were possible. Agreement between Di(xi = 0) and kinetic theory was comfortably within experimental uncertainty in the case of hydrogen but deviated in the case of methane.

中文翻译:


气态二元混合物的内扩散系数测量



室内扩散系数 (Di∗二元气体混合物的 >Di) 表示为成分的函数,用于与工业和地质过程广泛相关的温度和压力条件。这需要设计、构建和应用一种新型的 NMR 兼容蓝宝石样品池。对甲烷-氮气、甲烷-氦和甲烷-氢混合物进行了测量,其成分低至 0.5 mol% 的甲烷可在合理的时间范围内分离。因此,启用了对无限稀释的外推,结果值为 Di∗”>Dix = 0) 与文献中的相关互扩散系数 (D12) 相比,并使用动力学理论(Thorne-Enskog 方程)估计。 在甲烷-氦混合物的情况下,在所探索的温度-压力参数空间内,在实验不确定性范围内绝大多数是一致的,而在甲烷-氮的情况下,Di&#x2217 的确定值;>Dix = 0) 略大于动力学理论预测的 D12 数据。在甲烷-氢混合物的情况下,可以同时测量甲烷和氢的内部扩散系数。Di∗>Dix = 0) 和动力学理论在氢气的情况下处于实验不确定性范围内,但在甲烷的情况下则偏离了。
更新日期:2024-11-19
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