Computational Analysis of topological indices of two Boron Nanotubes

被引：0
作者：
Young Chel Kwun
Mobeen Munir
Waqas Nazeer
Shazia Rafique
Shin Min Kang
机构：
[1] Dong-A University,Department of Mathematics
[2] University of Education,Division of Science and Technology
[3] Punjab University Lahore,Center for Excellence in Molecular Biology
[4] Gyeongsang National University,Department of Mathematics and RINS
[5] China Medical University,Center for General Education
来源：
Scientific Reports | / 8卷
关键词：
Boron Nanotubes; Topological Index; Triangular Boron; Hosoya Polynomial; Qualitative Structure Activity Relationships (QSARs);
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摘要：
There has been a recent debate that boron nanotubes can outperform carbon nanotubes on many grounds. The most stable boron nanotubes are made of a hexagonal lattice with an extra atom added to some of the hexagons called ∝-boron nanotubes. Closed forms of M-polynomial of nanotubes produce closed forms of many degree-based topological indices which are numerical parameters of the structure and determine physico-chemical properties of the concerned nanotubes. In this article, we compute and analyze many topological indices of ∝-boron nanotubes correlating with the size of structure of these tubes through the use of M-polynomial. More importantly we make a graph-theoretic comparison of indices of two types of boron nanotubes namely triangular boron and ∝-boron nanotubes.
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