Bianchi type I tilted cosmological model for barotropic perfect fluid distribution with heat conduction in general relativity

bianchi type i tilted cosmological model for barotropic perfect fluid distribution with heat conduction is investigated.to get the deterministic solution, we have assumed barotropic condition p = γ ∈ ,0 < γ < 1, p being isotropic pressure, ∈ the matter density and a supplementary condition between metric potentials a, b, c as a = (bc)n where n is the constant. to get the model in terms of cosmic time, we have also discussed some special cases. the physical aspects of the model are also discussed.