Results of an experimental investigation of the structure of flat diffusion flames on a Parker-Wolfhard burner are compared with theoretical predictions of perturbation solutions which incorporate realistic schemes for the chemical kinetics. Measurements of hydroxyl radical concentrations show that the flames are reaction-broadened for temperatures below 1950OK, while at higher temperatures reaction zone structure is of equilibriumbroadened type. Experiment also shows that, close to extinction, there is significant convective transfer of material from one stream to the other at the flame base. It is suggested that the consequent disruption of mixing in, or shielding of, the reaction zone makes extinction a progressive process. Complementary studies of spherical and counter flow diffusion flames suggest that the former geometry is preferable in future studies designed to test hypotheses about the role of kinetics in diffusion flame extinction.Despite the practical importance of laminar diffusion flames, they have received relatively little attention in comparison with premixed flames, which have been studied extensively. Part of this neglect has been due to the lack of an adeq uate treatment of diffusion flame structure. In the main, this lack can be ascribed to the two-dimensional nature of most steady diffusion flames. Since premixed flames can often be made quasi-unidimensional, solution of the appropriate conservation equations is a relatively much more simple problem. As a result, many of the studies of diffusion flames which appear in the literature are concerned not with structure but with ancillary problems e.g. carbon formation. Burke and Schumann (1928) produced the first simple treatment of diffusion flame structure for a single reaction of infinite rate. This model was modified in an empirical way by Barr (1949) but Fendell (1965) Chung and Blankenship (1966 and Clarke (1967a, b) interpreted the original BurkeSchumann flame sheet model as a singular perturbation problem. The model was extended by the method of matched asymptotic expansions for sets of reactions in chemical equilibrium by Clarke (1968) and for systems not in that chemical state also by Clarke (1969). The burner configuration dealt with was an idealisation of the two-dimensional Parker-Wolfhard burner and the conservation equations were simplified by use of the Oseen approximation. Clarke and Moss (1970) have recently applied a similar analysis to the 3 one-dimensional spherical diffusion flame (for which the Oseen approximation is now unnecessary) and have tentatively interpreted a breakdown in the analysis for reaction-broadened hydrogen-oxygen flames as a possible kinetically-controlled extinction condition operating in the region of 1500 OK. The work on hydrogen-oxygen flames also leads to prediction of hydroxyl radical concentrations in the reaction zones of these flames. There appears to be no relevant experimental information on extinction conditions or on hydroxyl radical concentrations for such diffusion flames in which the rea...