The present work numerically investigated the dispersion of pollutants in the form of gases or particulate matter emitted from a single stack subjected to horizontal winds. The concentration, velocity and temperature fields were determinate by the solution of the equations governing the conservation of mass, linear momentum, energy and chemical species for steady-state, three-dimensional flow conditions. Buoyancy effects due to temperature gradients were considered by the simultaneous solution of the linear momentum and energy equations. The flow was considered to be the parabolic in the principal direction and the K-E Turbulence Model was employed. The model developed accounted for gravitational setting of particulate matter. The predictions for the concentration field the influence of the wind-to-discharge velocity and temperature ratios on the concentration, velocity and temperature fields. The particle settling velocity was also shown to influence the concentration field.