Pigeons responded in a two-component peak procedure in which the components differed in terms of reinforcement magnitude (Experiment 1), immediacy (Experiment 2), or probability (Experiment 3). The prediction of behavioral momentum theory that responding in the relatively richer component should be more resistant to change was tested by (1) presenting response-independent food in the intervals between components according to a variable-time (VT) schedule, (2) prefeeding, and (3) extinction. In all the experiments, peak location in baseline occurred earlier, relative to the schedule value in the richer component. Peak response rate was more resistant to change in the richer component during the VT and prefeeding tests, and change in peak rate was more sensitive to differential reinforcement than change in overall response rate. Changes in measures of performance on peak trials during the disruptor tests were partially consistent with predictions of the behavioral theory of timing. The results suggest that peak response rate provides a more sensitive index of resistance to change for fixedinterval schedules than does overall response rate and that reinforcement strengthens both peak responding and temporal control.Nevin and colleagues proposed that response strength can be measured as the resistance to change of behavior when a disruptor, such as prefeeding, response-independent food, or extinction, is applied. In a typical experiment, Nevin (1974) arranged two variable-interval (VI) schedules for pigeons in an operant chamber. The schedules differed in terms of their reinforcement rate (rich or lean) and were signaled by distinctive stimuli (i.e., a two-component multiple schedule). After baseline training, free food was presented independent of responding between the components. Nevin (1974) found that response rate during the rich schedule decreased less, relative to baseline, than did response rate during the lean schedule. These results and others have led to the development of behavioral momentum theory, which assumes that resistance to change and response rate are analogous to the mass and velocity of a moving object in Newtonian mechanics. According to this theory, resistance to change is a measure of response strength, or behavioral mass, which is positively related to the rate, im-