  The renormalized quantum stress energy tensor
$\left<T_{\mu}^{\nu}\right>_{ren}$ for a massive spinor field around global
monopoles is constructed within the framework of Schwinger-DeWitt
approximation, valid whenever the Compton length of the quantum field is much
less than the characteristic radius of the curvature of the background
geometry. The results obtained shows that the quantum massive spinor field in
the global monopole spacetime violates all the pointwise energy conditions.
