Gas dispersion has been analysed experimentally by measuring local gas hold-up in two lab-scale conventional turbine-agitated vessels loaded with viscoelastic fluids. The gas hold-up radial profiles obtained in various axial positions close and far from the impeller reveal high non-uniformity of gas dispersion. Nonuniformity is quantified and related to elasticity, shear dependent viscosity, shear rate, first normal stress difference coefficient and type of fluid. The low values of gas hold-up obtained for the vessel central area are interpreted as hindered gas dispersion caused by the flow pattern specific for the viscoelastic properties of the circulating fluid. The paper is complementary to the effort for collecting up data for benchmarking numerical CFD simulations (Kumar et al., 1997).On a Ctudik expkrimentalement la dispersion de gaz en mesurant la rktention de gaz dans deux rkservoirs agitks B l'kchelle de laboratoire aliment& avec des fluides viscoklastiques. Les profils de rktention de gaz radiaux obtenus dans diverses positions axiales B proximitk ou B distance de la turbine rkvble une forte nonuniformitk de la dispersion de gaz. Cette non-uniformitk est quantifike et relike B l'klasticitk, h la viscositt dipendante du cisaillement, B la vitesse de cisaillement, au coefficient de diffkrence des contraintes normales primaires et au type de fluide. Les faibles valeurs de rktention de gaz obtenus pour la region centrale des rkservoirs sont interprktkes comme une dispersion de gaz entravke en raison du profil d'kcoulement spkcifique induit par les propriktks viscoklastiques du fluide circulant. Cet article vient complkter des efforts pour rkunir des donnkes pour des simulations numkriques (Kumar et al., 1997).Keywords: mixing and gas dispersion, viscoelastic systems, gas hold-up, non-uniformity. recent discussion on mixing in stirred non-Newtonian A fluids, Tatterson (1991) quotes differences of the main mixing parameters for viscoelastic solutions, e g , mixing time, power draw, circulation time. Emphasising on gas dispersion, the analyses (see Chhabra, 1993, Dekee et al., 1986) reveal significant viscoelastic effects on the behaviour of dispersed fluid particles. Bearing on the complexities of stirred flow, it has been realised that viscous and elastic flow properties influence the quality of gas dispersion in agitated reactors. However, analyses of the behaviour of structural macroparameters in stirred gas-liquid systems, such as local gas hold-up or bubble size distribution, are lacking. Apart from the studies of total gas hold-up in such type of fluids by Ranade and Ulbrecht (1978) and fluid flow mobility limitations noted by Wichterle and Wein (1981) and later by Nienow and Elson (1988), phenomenological descriptions of gas and liquid volumetric distribution in agitated non-Newtonian fluids are scarce. Regarding viscoelastic mixing flow patterns, the specific loops caused by shapepreserving forces in viscoelastic fluids (Ide and White, 1974; Hbcker et al, 1981) and the different discharge angles obse...