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Ve-degree and Ev-degree Based Topological Properties of Magnesium Oxide MgO (111) Structures
Author(s):
1. Muhammad Naeem: Department of Mathematics,TIMES Institute, Multan, 66000, Pakistan.
2. Zafar Iqbal: Department of Mathematics, Emerson University, Multan, 60700, Pakistan.
3. Saba Maqbool: Department of Mathematics, Nishat College of Science, Multan, 66000, Pakistan.
4. Tahir Mushtaq Qureshi: Department of Mathematics, COMSATS University Islamabad, Vehari Campus, Pakistan.
Abstract:
The topological index is a computational depiction of a molecular framework and estimates the physical property of a chemical compound. In the current research, we have developed clear indication of recently defined novel Ve- degrees and Ev-degrees dependent topographical index values of Magnesium Oxide MgO (111). For this by consider a unit cell of MgO (111) which is extended to its general structure. After that, we have calculated Ve-degrees and Ev-degrees of this general structure of MgO (111) then by employing well-known topological indices on these calculated Ve- degrees and Ev-degrees of the general structure, obtained numerical results. Different sorts of graphical constants have been explained and examined, presenting numerous practical applications in the area of nano-chemistry, computative webbing and indifferent scientific study fields. These computed results will help study the corporeal, chemical along with biological characteristics of the structure like melting, boiling and flickering point, moisture, forming heat, temperature, pressure and density etc.
Page(s): 45-54
DOI: DOI not available
Published: Journal: Frontiers in Chemical Sciences, Volume: 3, Issue: 1, Year: 2022
Keywords:
Vedegree , physical properties , Topological indices , Evdegree , Magnesium Oxide MgO
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