  In the present work the Stochastic generalization of the quantum hydrodynamic
analogy (SQHA) is used to obtain the far from equilibrium kinetics for a real
gas and its fluid phase. In gasses and their liquids, interacting by
Lennard-Jones potentials whose mean distance is bigger than the quantum
correlation distance and than the molecular interaction distance r0, it is
possible to define a Fokker-Plank type equation of motion as a function of the
mean phase space molecular volume that far from equilibrium shows maximizing
the dissipation of a part of the generalized SQHA-free energy. In the case of a
real gas with no chemical reactions and at quasi-isothermal conditions, the
principle disembogues into the maximum free energy dissipation confirming the
experimental outputs of electro-convective instability. In this case, the model
shows that the transition to stationary states with higher free energy can
happen and that, in incompressible fluids, the increase of free energy is
almost given by a decrease of entropy leading to the appearance of self-ordered
structures. The output of the theory showing that the generation of order, via
energy dissipation, is more efficient in fluids than in gasses, because of
their incompressibility, leads to the re-conciliation between physics and
biology furnishing the eplanation why the life was born in water. The
theoretical output also suggests that the search for life out of the earth must
consider the possibility to find it in presence of liquid phases different from
water.
