On a new semi-empirical electrotopological index for QSRR models
A new semi-empirical electrotopological index, I(SET), for quantitative structure-retention relationships (QSRR) models was developed based on the refinement of the previously published semi-empirical topological index, I(ET). We demonstrate that the values of C(i) fragments that were firstly attributed from the experimental chromatographic retention and theoretical deductions have an excellent relationship with the net atomic charge of the carbon atoms. Thus, the values attributed to the vertices in the hydrogen-suppressed graph of carbon atoms (C(i)) are calculated from the correlation of the net atomic charge in each carbon atom, which is obtained from quantum chemical semi-empirical calculations, and the C(i) fragments for primary, secondary, tertiary and quaternary carbon atoms (1.0, 0.9,0.8 and 0.7, respectively) obtained from the experimental values. This shows that I(ET) encoded this quantum physical reality and that it is possible to calculate a new I(SET) (the semi-empirical electrotopological index) through the net atomic charge values obtained from a Mulliken population analysis using the semi-empirical AM1 method and their correlation with the values attributed to the different types of carbon atoms. This demonstrates that the I(SET) encodes information on the charge distribution of the solute on which dispersive and electrostatic interactions between the solute (alkanes and alkenes) and the stationary phase strongly depend. Thus, this new method can be considered as an initial step towards forthcoming QSRR/QSAR studies. Copyright (C) 2008 John Wiley & Sons, Ltd.
qsrr semi-empirical topological index alkanes alkenes retention indices