The effect of time dependent bulk viscosity on the evolution of Friedm
ann models with zero curvature in Brans-Dicke theory is studied. The s
olutions of the held equations with 'gamma-law' equation of state p =
(gamma-1)rho, where gamma varies continuously as the Universe expands,
are obtained by using the power-law relation phi = bR(n), which lead
to models with constant deceleration parameter. We obtain solutions fo
r the inflationary period and radiation dominated era of the universe.
The physical properties of cosmological solutions are also discussed.