  In this paper, we consider AdS black hole in $d$-dimensional space-time and
calculate the logarithmic corrected thermodynamics quantities. We study the
effects of thermal fluctuations on the thermodynamics of higher dimensional AdS
black hole. We exploit such logarithmic corrected quantities to construct Van
der Walls black holes solution and study the effects of logarithmic correction
on the Van der Waals black holes. We also investigate the effect of thermal
fluctuations on the equation of state. We find that the Van der Waals black
hole is completely stable in the presence of the logarithmic correction.
