无量纲量
混合(物理)
流量(数学)
机械
工作(物理)
航程(航空)
传质
热力学
计算机科学
频道(广播)
统计物理学
材料科学
物理
计算机网络
复合材料
量子力学
作者
Stefan Haase,Tobias Bauer,Eric Graf
标识
DOI:10.1021/acs.iecr.9b03756
摘要
Apparatus containing micro- or minichannels are seen as promising tools to intensify several chemical engineering processes. For gas–liquid systems, the apparatus should operate in the Taylor flow regime due to its excellent mass transfer coefficients and low back-mixing. The presence of the regime depends on several geometric and operational parameters as well as material properties. To the best knowledge of the authors, the available information stored in flow maps for specific conditions has never been generalized. This work presents novel decision trees that enable the boundaries of Taylor flow in minichannels to be predicted, which are based on the data of 97 different flow maps covering a broad range of configurations. The developed criteria are mathematical functions that describe the transitions from Taylor to bubbly flow, Taylor–annular flow, or churn flow. These functions involve 7 dimensionless groups, namely uG,s/uL,s, μG/μL, ρG/ρL, ReL, WeL, Θ*, and, a channel form factor, RA.
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