In　this　article,　we　consider　the　global　behavior　of　weak　solutions　of　the　Navier-Stokes　equations　of　a　compressible　fluid　in　a　bounded　domain　driven　by　bounded　forces　for　the　adiabatic　constant　gamma　=　5/3.　Under　the　condition　of　a　small　mass　depending　on　the　given　forces,　we　prove　the　existence　of　bounded　absorbing　sets　of　weak　solutions,　and　thus　we　further　get　global　bounded　trajectories　and　global　attractors　to　the　weak　solutions.