期刊
JOURNAL OF MEMBRANE SCIENCE LETTERS
卷 3, 期 1, 页码 -出版社
ELSEVIER
DOI: 10.1016/j.memlet.2023.100040
关键词
Machine learning; Big data; Inverse design; Data science; Process analytical technologies
Compared with traditional membrane separation methods, nanofiltration offers advantages in reducing waste generation and energy consumption. To address challenges in industrial applicability, we propose four important pillars: digitalization, structure-property analysis, miniaturization, and automation. By fostering promising technologies, such as process analytical technologies and the development of a parallel artificial nanofiltration permeability assay (PANPA), we fill gaps in the development of nanofiltration membranes and processes. Furthermore, the use of density functional theory-aided structure-property relationship methods can help understand solute transport at a molecular level.
Compared with traditional membrane separation methods such as distillation and chromatography, nanofiltra-tion (NF) affords decreased waste generation and energy consumption. Despite the multiple advantages of NF and materials available for NF membranes, the industrial applicability of this process requires improvement. To address these challenges, we propose four important pillars for the future of membrane materials and process development. These four pillars are digitalization, structure-property analysis, miniaturization, and automation. We fill gaps in the development of NF membranes and processes by fostering the most promising contemporary technologies, e.g., the integration of process analytical technologies and the development of a parallel artificial nanofiltration permeability assay (PANPA) or large online databases. Moreover, we propose the extensive use of density functional theory-aided structure-property relationship methods to understand solute transport process at a molecular level. Realizing an inverse design would allow researchers and industrial scientists to develop custom membranes for specific applications using optimized properties.
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