Diffusion coefficient analysis method using data statistical processing to reduce interference fringe noise effects

We proposed a simple statistical analysis method of minute concentration changes for measuring diffusion coefficient with reduced interference fringe noise effect. In the “Soret‐Facet Mission,” the one‐dimensional diffusion equation discretized by the finite difference method was applied for tempora...

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Bibliographic Details
Published inAIChE journal Vol. 68; no. 3
Main Authors Tominaga, Kohji, Orikasa, Isamu, Tomaru, Momoko, Osada, Takuma, Hashimoto, Yoshitaka, Inatomi, Yuko, Suzuki, Shinsuke
Format Journal Article
LanguageEnglish
Published Hoboken, USA John Wiley & Sons, Inc 01.03.2022
American Institute of Chemical Engineers
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Summary:We proposed a simple statistical analysis method of minute concentration changes for measuring diffusion coefficient with reduced interference fringe noise effect. In the “Soret‐Facet Mission,” the one‐dimensional diffusion equation discretized by the finite difference method was applied for temporal homogenization processes of the minute concentration gradient induced by the Soret effect with random noises. Measured diffusion coefficient Dexp was determined by evaluating the obtained apparent diffusion coefficient distributions D. The measured value Dexp obtained by the proposed processes was found to be valid because the measured value Dexp was close to the theoretical one Dth calculated by the Darken equation and the reference one Dref calculated in” Facet Mission” in the same solution system, respectively. In addition, by analyzing about 1/16th of the total field of view, it was possible to obtain a diffusion coefficient that are more than 95% convergent for the measured value Dexp obtained from the full field of view analysis.
Bibliography:Funding information
Waseda University for Special Research Projects, Grant/Award Number: 2019C‐690; Japan Society for the Promotion of Science (JSPS) Grant‐in‐Aid for JSPS Research Fellow, Grant/Award Number: 20J23254
ISSN:0001-1541
1547-5905
DOI:10.1002/aic.17497