  Following an earlier study regarding Gauss-Bonnet-Maxwell black holes in the
presence of gravity's rainbow [S. H. Hendi and M. Faizal, Phys. Rev. D 92,
044027 (2015)], in this paper, we will consider all constants as energy
dependent ones. The geometrical and thermodynamical properties of this
generalization are studied and the validation of the first law of
thermodynamics is examined. Next, through the use of proportionality between
cosmological constant and thermodynamical pressure, van der Waals-like behavior
of these black holes in extended phase space is investigated. An interesting
critical behavior for sets of rainbow functions in this case is reported. Also,
the critical behavior of uncharged and charged solutions is analyzed and it is
shown that the generalization to a charged case puts an energy dependent
restriction on values of different parameters.
