  Recently, it has been shown that the quantum equilibrium distribution in the
original Bohm's model is unstable and so it isn't a tenable physical theory
[Proc. R. Soc. A 470 20140288 (2014)]. In this paper we show that a natural
modification of the Bohm's quantum force leads to a stable quantum equilibrium
without any change to statistical predictions of this model in equilibrium
state. Moreover, it is shown that an initial non-equilibrium phase space
distribution relaxes to equilibrium distribution via a coarse grained
H-theorem. But before end of the relaxation process, for example in the early
universe, this modified quantum force can lead to the new predictions beyond
standard quantum mechanics.
