Frequency difference limens for short-duration tones

Models which attempt to account for our ability to discriminate the pitch of pure tones are discussed. It is concluded that models based on a place (spectral) analysis should be subject to a limitation of the type Δf⋅d ⩾ constant, where Δf is the frequency difference limen (DL) for a tone pulse of duration d. The value of this constant will depend on the ability of the system to resolve small intensity differences. If a resolution of 1 dB is assumed, the value of the constant is about 0.24. In principle, a mechanism based on the measurement of time intervals could do considerably better than this. Frequency DLs were measured over a wide range of frequencies and durations. It was found that at short durations the product of Δf and d was about one order of magnitude smaller than the minimum predicted from the place model, except for frequencies above 5 kHz. A “kink” in the obtained functions was also observed at about 5 kHz. It is concluded that the evidence is consistent with the operation of a time-measuring mechanism for frequencies below 5 kHz, and with a spectral or place mechanism for frequencies above this.