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Oscillations, Waves, and Interactions - GWDG

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Specific signal types in hearing research 65<br />

Figure 20. The spectrum of a 25-Hz-wide 125-Hz transposed stimulus. Most of the stimulus<br />

energy is around 4 kHz. The spectrum of the original low-frequency stimulus now occurs<br />

at 4125 Hz <strong>and</strong> the mirror image of that spectrum is at 3875 Hz. Additional peaks in the<br />

spectrum occur with spacings of 250 Hz. Reused with permission from Ref. [52]. Copyright<br />

1997, Acoustical Society of America.<br />

Spectral sideb<strong>and</strong>s occur at spectral distances of 125, 250, 500, 750 etc. Hz. The<br />

spectrum of the original noise b<strong>and</strong> is contained in the two sideb<strong>and</strong>s directly to the<br />

left <strong>and</strong> the right of the carrier frequency.<br />

4.2.3 Role in hearing research <strong>and</strong> perceptual insights<br />

In Ref. [52], a number of experiments using transposed stimuli are described. Experiments<br />

were performed for transposed stimuli derived from 125-Hz <strong>and</strong> also from<br />

250-Hz low-frequency conditions. Binaural conditions tested were N0Sπ <strong>and</strong> NπS0.<br />

For comparisons, thresholds were also obtained in the low-frequency condition, from<br />

which the transposed stimuli were derived, <strong>and</strong> for a st<strong>and</strong>ard high-frequency condition<br />

with a narrowb<strong>and</strong> masker. Figure 21 shows experimental data for the condition<br />

N0Sπ for 125 Hz. Squares <strong>and</strong> circles indicate 125-Hz <strong>and</strong> 125-Hz transposed results,<br />

while diamonds indicate results for a st<strong>and</strong>ard 4-kHz measurement. The mean data<br />

show very clearly that 125-Hz <strong>and</strong> 125-Hz transposed stimuli give the same results,<br />

not only in the size of the BMLD, but also in the dependence on the masker b<strong>and</strong>width.<br />

In contrast, 4-kHz BMLDs in the st<strong>and</strong>ard condition are much lower.<br />

This result is strong support for the idea that the major source of the decrease in<br />

BMLDs at high frequencies lies in the effect of peripheral processing on the available<br />

temporal information in the stimuli entering the binaural processing stage. If we<br />

manage to present very similar amounts of temporal information at a frequency with<br />

phase locking, e. g., 125 Hz <strong>and</strong> at a frequency without phase locking, e. g. 4 kHz, by<br />

using our modulation technique, then very similar amounts of binaural unmasking<br />

are measured. This observation thus supports an older hypothesis from Colburn <strong>and</strong>

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