与朗贝兰相关的晶体网络

IF 1 Q4 CHEMISTRY, MULTIDISCIPLINARY
M. Medeleanu, Z. Khalaj, M. Diudea
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引用次数: 0

摘要

菱形环是存在于各种环境中的数学结构,存在于晶体或准晶体网络中,甚至存在于它们的同胚中,进一步有可能成为真正的分子。菱贝烷起源于K2.3完全二部图,这是一种发现于线状聚合物staff中的图。类似地,一种棒状聚合物由六羟基环己烷(HHCH)衍生而来。此外,由脱氢金刚烷(DHAda)合成的线性聚合物的想法在三维晶体网络的设计中得到扩展,这里称为Ada-Ada,其中tile是超金刚烷(顶点只是金刚烷的金刚烷)。建议从实际分子四溴金刚烷出发,经过脱氢和聚合,合成Ada-Ada。本文提出的晶体结构以连通性和环序列以及ω多项式为特征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Rhombellane-related crystal networks
Rhombellanes are mathematical structures existing in various environments, in crystal or quasicrystal networks, or even in their homeomorphs, further possible becoming real molecules. Rhombellanes originate in the K2.3 complete bipartite graph, a tile found in the linear polymeric staffanes. In close analogy, a rod-like polymer derived from hexahydroxy-cyclohexane, HHCH, was imagined. Further, the idea of linear polymer synthesized from dehydro-adamantane, DHAda, was extended in the design of a three-dimensional crystal network, called here Ada-Ada, of which tile is a hyper-adamantane (an adamantane of which vertices are just adamantanes). It was suggested that Ada-Ada would be synthesized starting from the real molecule tetrabromo-adamantane, by dehydrogenation and polymerization. The crystal structures herein proposed were characterized by connectivity and ring sequences and also by the Omega polynomial.
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来源期刊
Iranian journal of mathematical chemistry
Iranian journal of mathematical chemistry CHEMISTRY, MULTIDISCIPLINARY-
CiteScore
2.10
自引率
7.70%
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0
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