QSPR models predicting pKa from atomic
charges
T. Bouchal, R. Svobodová Vařeková,
S. Geidl, M. Kudera,
O. Skřehota, C. M. Ionescu, and J. Koča
National Centre for Biomolecular
Research and CEITEC - Central European Institute of Technology, Masaryk
University, Kamenice 5, 625 00 Brno-Bohunice, Czech Republic
357534@mail.muni.cz
The acid dissociation constant pKa is
one of the fundamental properties of organic molecules. The pKa values are of
interest in chemical, biological, environmental and pharmaceutical research.
One critical feature is that pKa values help discover whether molecules can be
used as drugs. Moreover, pKa
values are essential for ADME profiling, give insight into interactions of
drugs with a receptor, etc..
Several methods for pKa calculation have
been developed [1], but prediction of pKa values remains a challenge. A very
promising approach for pKa
prediction is the usage of QSPR (Quantitative Structure Property Relationship)
models which employ partial atomic charges [2,3,4].
The accuracy of pKa
prediction by these QSPR models is influenced by many factors. Very important
factors are proper selection of descriptors, usage of relevant charge schemes,
influence of a molecular structure, etc..
In our work, we analyzed
the key factors which influence the quality of QSPR models for pKa
prediction. We focused on three types of molecules – phenols, benzoic acids and
anilines. For each type of molecules, we studied the influence of the charge
calculation scheme on the quality of QSPR models. Specifically, we tested
combinations of three QM theory levels (HF, MP2 and B3LYP), three basis sets
(STO-3G, 6-31G* and 6-31+G*) and three population analyses (Mulliken,
MK and NPA). This evaluation was, in most of cases, done for three sets of
descriptors – charges from non-dissociated molecules, charges from dissociated
molecules, and a combination of both these types of charges. Afterwards, we
compared the accuracy of all these QSPR models and discussed the influence of
all factors.
1.
C. Lee, G. M. Crippen: Predicting pKa. J. Chem. Inf. Model., 49 (2009), 2013-2033.
2.
K.
C. Gross, P. G. Seybold, C.
M. Hadad: Comparison of different atomic charge
schemes for predicting pKa
variations in substituted anilines and phenols. Int. J. Quantum Chem., 90,
(2002), 445-458.
3.
W. C. Kreye, P. G. Seybold:
Correlations between quantum chemical indices and the pKas of a diverse set of organic phenols. Int. J. Quantum
Chem., 109 (2009), 3679-3684.
4.
R. Svobodová Vařeková, S.
Geidl, C.M. Ionescu, O. Skřehota, M. Kudera, D. Sehnal, T. Bouchal, R. Abagyan,
H.J. Huber, J. Koča: Predicting pKa
values of substituted phenols from atomic charges, J. Chem. Inf. Model., 51
(2011), 1795-1806.