In this article, we frame-up with the general expression for some discrete adriatic indices and sanskruti index of Carbon Nanocones CNCm[n].
📌 3 Key Takeaways
🎯
Objective & Hypothesis:Vukicevic notified the 148 discrete adriatic indices.
📊
Key Findings & Data:Carbon Nanocones have been observed on the surface of naturally occurring graphite and it have gained and increased scientific interest due to their unique properties and promising uses in many applications such as energy and gas storage.
💡
Conclusion & Impact:In this article, we frame-up with the general expression for some discrete adriatic indices and sanskruti index of Carbon Nanocones CNCm[n].
🔬Design:Research Article
📍Scope:Comprehensive Sample
⚙️Variables:Domain Parameters
Özet
In [17, 18], D. Vukicevic notified the 148 discrete adriatic indices. They were analyzed on the testing sets provided by the International Academy of Mathematical Chemistry and it had been shown that they have good presaging properties in many cases. Carbon Nanocones have been observed on the surface of naturally occurring graphite and it have gained and increased scientific interest due to their unique properties and promising uses in many applications such as energy and gas storage. In this article, we frame-up with the general expression for some discrete adriatic indices and sanskruti index of Carbon Nanocones CNCm[n].
🔖
Cite This Article
LOKESHA, V., JAIN, S., DEVENDRAIAH, K. M. (2019). ADRIATIC INDICES AND SANSKRUTI INDEX ENVISAGE OF CARBON NANOCONE. TWMS (Turkic World Mathematical Society) Journal of Applied and Engineering Mathematics, Cilt: 9 - Sayı: 4, 830–837. https://ajindex.com/articles/327460
Bindusree, A. R., Lokesha, V., and Ranjini, P. S., (2016). ABC index on subdivision graphs and line graphs, IOSR Journal of Mathematics, pp. 01-06
Faisal Nadeem, M., Sohail Zafar and Zohaib Zahid, (2017). Some Topological Indices of L(S(CNCk[n])), Journal of Mathematics, 49(1), pp. 13-17
Ge, M. and Sattler, K., (1994). Observation of fullerence cones, Chem. Phys. Lett., 220, 192
Gupta, C. K., Lokesha, K., Shetty, B. S., and Ranjini, P. S., (2016). On the Symmetric Division deg Index of Graph, Southeast Asian Bulletin of Mathematics, pp. 59-80
Gutman, I., (2013). Degree-Based Topological Indices, Croatica Chemical Acta, pp. 351-361
Gutman, I. and Ashra, A. R., (2008). The edge version of the Szeged Index, Croat. Chem. Acta., 81, pp. 263-266
Hayat, S., Khan, A., Yousafzai, R. R. F., Imaran, M. and Rehman, U., (2015). On spectrum related topological descriptors of carbon nanocones, Optoelectronics and advanced materials-rapid communications, pp. 798-802
Hosamani, S. M., (2016). Computing Sanskruti Index of certain nanostructures, J. Appl. Math. Comput., pp. 1-9
Iijima, S., (1991). Helical microtubules of graphitic carbon, Nature, 354, pp. 56-58
Omur Kivanc Kurkcu and Ersin Asian, (2015). Atom bond connectivity Index of Carbon nanocones and an algorithm, Applied Mathematics and Physics, 3(1), pp. 6-9
Lokesha, V., Usha, A., Ranjini, P. S. and Devendraiah, K. M., (2015). Topological indices on model graph structure of Alveoli in human lungs, Proc. Jang. Mathematical society, 18(4), pp. 435-453
Lokesha, K., Deepika, T., Ranjini, P. S. and Cangul, I. N., (2017). Operations of Nanostructures via SDD, ABC4 and GA5 indices, Applied Mathematics and Nonlinear Sciences, 2(1), pp. 173-180
Lokesha, V., Shruti, R., Ranjini, P. S. and Sinan cevik, A., (2018). On Certain Topological indices of Nanostructures using Q(G) and R(G) operators, Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat.,66(2), pp. 178-187
Lokesha, V. and Deepika, T., (2016). Symmetric division deg index of tricyclic and tetracyclic graphs, International Journal of Scientific and Engineering Research, 7(5), pp. 53-55
Saheli, M., Saati, H. and Ashrafi, A. R., (2010). The eccentric connectivity index of one pentagonal carbon nanocones,vOptoelectron. Adv. Mater. Rapid Commun, 4(6), pp. 896-897
Shwetha, B. S., Lokesha, V., Bayad, A. and Ranjini, P. S., (2012). A Comparative Study of Topological Indices and Molecular Weight of So