The Marriage of Sierpiński Triangles and Platonic Polyhedra

Autor: Jun Wang, Zhilong Jiang, Weiya Liu, Zihao Wu, Rui Miao, Fan Fu, Jia‐Fu Yin, Bangtang Chen, Qiangqiang Dong, He Zhao, Kaixiu Li, Guotao Wang, Die Liu, Panchao Yin, Yiming Li, Mingzhao Chen, Pingshan Wang
Rok vydání: 2022
Předmět:
Zdroj: Angewandte Chemie (International ed. in English). 62(1)
ISSN: 1521-3773
Popis: Fractal structures with self-similarity are of fundamental importance in the fields of aesthetic, chemistry and mathematics. Here, by taking advantage of constructs the rational geometry-directed precursor design, we report the construction of two fascinating Platonic solids, the Sierpiński tetrahedron ST-T and the Sierpiński octahedron ST-O, in which each possesses a fractal Sierpiński triangle on their independent faces. These two discrete complexes are formed in near-quantitative yield from the multi-component self-assembly of truncated Sierpiński triangular kernel L
Databáze: OpenAIRE