  We calculate the Komar energy $E$ for a charged black hole inspired by
noncommutative geometry and identify the total mass ($M_{0}$) by considering
the asymptotic limit. We also found the generalized Smarr formula, which shows
a deformation from the well known relation $M_{0}-\frac{Q_{0}^{2}}{r}=2ST$
depending on the noncommutative scale length $\ell$ .
