In response to an elevated metabolic rate (V O 2 ), increased microvascular blood-muscle O 2 flux is the product of both augmented O 2 delivery (Q O 2 ) and fractional O 2 extraction. Whole body and exercising limb measurements demonstrate thatQ O 2 and fractional O 2 extraction increase as linear and hyperbolic functions, respectively, ofV O 2 . Given the presence of disparate vascular control mechanisms among different muscle fibre types, we tested the hypothesis that, in response to muscle contractions,Q O 2 would be lower and fractional O 2 extraction (as assessed via microvascular O 2 pressure, P mvO 2 ) higher in fast-versus slow-twitch muscles. Radiolabelled microsphere and phosphorescence quenching techniques were used to measureQ O 2 and P mvO 2 , respectively at rest and across the transition to 1 Hz twitch contractions at low (Lo, 2.5 V) and high intensities (Hi, 4.5 V) in rat (n = 20) soleus (Sol, slow-twitch, type I), mixed gastrocnemius (MG, fast-twitch, type IIa) and white gastrocnemius (WG, fast-twitch, type IIb) muscle. At rest and for Lo and Hi (steady-state values) transitions, P mvO 2 was lower (all P < 0.05) in MG (mmHg: rest, 22.5 ± 1.0; Lo, 15.3 ± 1.3; Hi, 10.2 ± 1.6) and WG (mmHg: rest, 19.0 ± 1.3; Lo, 12.2 ± 1.1; Hi, 9.9 ± 1.1) than in Sol (rest, 33.1 ± 3.2 mmHg; Lo, 19.0 ± 2.3 mmHg; Hi, 18.7 ± 1.8 mmHg), despite lowerV O 2 andQ O 2 in MG and WG under each set of conditions. These data suggest that during submaximal metabolic rates, the relationship betweenQ O 2 and O 2 extraction is dependent on fibre type (at least in the muscles studied herein), such that muscles comprised of fast-twitch fibres display a greater fractional O 2 extraction (i.e. lower P mvO 2 ) than their slow-twitch counterparts. These results also indicate that the greater sustained P mvO 2 in Sol may be important for ensuring high blood-myocyte O 2 flux and therefore a greater oxidative contribution to energetic requirements. The relationship between blood flow (Q) and metabolic rate (V O 2 ) is strong and has been well characterized for both the whole body and the exercising limbs. In the exercising human, legQ andV O 2 are linearly related by the equationQ = S ×V O 2 + I, where S represents the slope (5.3) and I the intercept (2.8 l min −1 ; data from Knight et al. 1992