枚举
计算机科学
网状结缔组织
生物
数学
组合数学
解剖
作者
Hao Jiang,Salma Benzaria,Norah Alsadun,Jiangtao Jia,Justyna Czaban‐Jóźwiak,Vincent Guillerm,Aleksander Shkurenko,Zeynabou Thiam,Mickaële Bonneau,Vijay Kumar Maka,Zhijie Chen,Zied Ouled Ameur,M. O’Keeffe,Mohamed Eddaoudi
出处
期刊:Science
[American Association for the Advancement of Science (AAAS)]
日期:2024-11-07
卷期号:386 (6722): 659-666
标识
DOI:10.1126/science.ads7866
摘要
Rational design of intricate multicomponent reticular structures is often hindered by the lack of suitable blueprint nets. We established the merged-net approach, proffering optimal balance between designability and complexity, as a systematic solution for the rational assembly of multicomponent structures. In this work, by methodically mapping node-net relationships among 53 basic edge-transitive nets, we conceived a signature net map to identify merging net pairs, resulting in the enumeration of 53 merged nets. We developed a practical design algorithm and proposed more than 100 multicomponent metal-organic framework platforms. The effectiveness of this approach is commended by the successful synthesis of four classes of materials, which is based on merging three-periodic nets with the four possible net periodicities. The construction of multicomponent materials based on derived nets of merged nets highlights the potential of the merged-net approach in accelerating the discovery of intricate reticular materials.
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