Pyridine, its N-oxide,
and their derivatives are exciting classes
of organic bases. These compounds show widespread biological activity,
and they are often used in synthesis. In this work results on theoretical
calculations of acid dissociation constants as pK
a of pyridine, its N-oxide, and their
derivatives were done based on the thermodynamic cycle in water and
acetonitrile. Additionally, gas-phase basicity (GB) and proton affinity
(PA) values were computed for systems studied. All pK
a values were obtained using B3LYP, M06-2X, and G4MP2
methods in the gas phase, which were combined with the PCM model calculations
(at the Hartree–Fock method) and with the use of four different
scale factors alpha. Theoretical GB, PA, and pK
a values were then compared with the available experimental
ones. Results obtained from B3LYP and M06-2X methods are quite similar
and compatible with experimental ones in terms of quality with correlation
coefficients values R
2 higher than 0.9,
whereas results received from G4MP2 deviate strongly. The calculated
pK
a values are highly sensitive to the
scale factors alpha used in the computational procedure. Root-mean-square
deviations (RMSD) between both theoretically and experimentally available
pK
a values of systems studied were also
computed. The RMSD values are lower than 0.8 for the best results,
suggesting that the theoretical model presented in this work is promising
for applications for pK
a calculations
of different classes of compounds.
Phosphorylated
proteins take part in many signaling pathways and
play a key role in homeostasis regulation. The all-atom force fields
enable us to study the systems containing phosphorylated proteins,
but they are limited to short time scales. In this paper, we report
the extension of the physics-based coarse-grained UNRES force field
to treat systems with phosphorylated amino-acid residues. To derive
the respective potentials, appropriate physics-based analytical expressions
were fitted to the potentials of mean force of systems modeling phosphorylated
amino-acid residues computed in our previous work and implemented
in UNRES. The extended UNRES performed well in ab initio simulations
of two miniproteins containing phosphorylated residues, strongly suggesting
that realistic large-scale simulations of processes involving phosphorylated
proteins, especially signaling processes, are now possible.
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