2005Xibei Nong-Lin Keji Daxue xuebao. Ziran kexue banRequires access

Quantitative structure-property relationship between molecular connectivity index (~mX~z) and boiling points of alicyclic and aliphatic hydrocarbons

Guo Man-cai

Open publisher page 0 citations

Abstract

In this paper,a new method of calculating delta (δ~z_i) of bonding atoms in molecules is proposed.Based on the δ~z_i,a novel molecular connectivity index~mX~z is set up.Quantitative structure-property relationship between the~mX~z(m=0,1) and the boiling points for alicyclic and aliphatic hydrocarbons is studied.The results show that the boiling points of alicyclic and aliphatic hydrocarbons topological index~mX~z bears good structure-property correlativity and structure-property correlativity of topological index~mX~z is even better than that of Kier's index.The three variable regression equations with~0X~z,~1X~z and N (number of cabon atoms in molecules) as independent variables can predict the boiling points of alicyclic and aliphatic hydrocarbons.For the hydrocarbons with the number of carbon atoms ranging from 4 to 30,agreement of predicting value with experimental value is quite satisfactory.

About this research paper

What this paper is about

In this paper,a new method of calculating delta (δ~z_i) of bonding atoms in molecules is proposed.Based on the δ~z_i,a novel molecular connectivity index~mX~z is set up.Quantitative structure-property relationship between the~mX~z(m=0,1) and the boiling points for alicyclic and aliphatic hydrocarbons is studied.The results show that the boiling points of alicyclic and aliphatic hydrocarbons topological index~mX~z bears good structure-property correlativity and structure-property correlativity of topological index~mX~z is even better than that of Kier's index.The three variable regression equations with~0X~z,~1X~z and N (number of cabon atoms in molecules) as independent variables can predict the boiling points of alicyclic and aliphatic hydrocarbons.For the hydrocarbons with the number of carbon atoms ranging from 4 to 30,agreement of predicting value with experimental value is quite satisfactory.

Why it matters

A significance statement is not available in the OpenAlex record.

Key contribution

A contribution statement is not available in the OpenAlex record.

Method / approach

Method details are not available in the OpenAlex metadata.

Main findings

Findings are not separately available in the OpenAlex metadata.

Limitations

Limitations are not available in the OpenAlex metadata.

Applications

Application details are not available in the OpenAlex metadata.

Available abstract

In this paper,a new method of calculating delta (δ~z_i) of bonding atoms in molecules is proposed.Based on the δ~z_i,a novel molecular connectivity index~mX~z is set up.Quantitative structure-property relationship between the~mX~z(m=0,1) and the boiling points for alicyclic and aliphatic hydrocarbons is studied.The results show that the boiling points of alicyclic and aliphatic hydrocarbons topological index~mX~z bears good structure-property correlativity and structure-property correlativity of topological index~mX~z is even better than that of Kier's index.The three variable regression equations with~0X~z,~1X~z and N (number of cabon atoms in molecules) as independent variables can predict the boiling points of alicyclic and aliphatic hydrocarbons.For the hydrocarbons with the number of carbon atoms ranging from 4 to 30,agreement of predicting value with experimental value is quite satisfactory.

Key concepts: Alicyclic compound, Boiling point, Topological index, Molecule, Boiling, Chemistry, Carbon fibers, Thermodynamics

Related papers

Back to paper searchBrowse research topicsOriginal source
Quantitative structure-property relationship between molecular connectivity index (~mX~z) and boiling points of alicyclic and aliphatic hydrocarbons — Research Paper | ScholarLens