There exists experimental evidence that several properties of the CaTiO3 cr
ystal, such as electrical conductivity and ferroelectricity, strongly depen
d on the Nb doping. In particular, if the concentration of Nb impurities is
sufficiently high, a drastic increase in the electrical conductivity is ob
served. A supercell model and periodic quantum-chemical calculation scheme
are used to study pure and Nb-doped crystals. The geometry optimization is
carried out in order to find the equilibrium spatial structures of both cub
ic and orthorhombic phases, as well as to predict the most stable configura
tions of the Nb atom in these crystalline lattices. The obtained relaxation
energies of 3.83 eV for the cubic phase and 15.04 eV for the orthorhombic
phase are discussed, and their difference is explained. The composition of
the electronic energy bands is analysed in comparison with the available ex
perimental data. The increase in the electrical conductivity in the Nb-dope
d material for the orthorhombic phase is proved.