1999
DOI: 10.1121/1.427060
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Growth of simultaneous masking for fm<fs: Effects of overall frequency and level

Abstract: Growth-of-masking (GOM) functions were obtained in three groups of normal-hearing subjects using a simultaneous-masking paradigm. In all cases, the signal frequency (fs) was higher than the masker frequency (fm), either by a certain ratio (1.44) or by a certain distance [3 equivalent rectangular bandwidths (ERBs)]. The purpose was to evaluate the effect of overall frequency on the slope of the steep portion of the GOM function, and to evaluate the change in slope that can occur at high levels. Signal frequency… Show more

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Cited by 25 publications
(27 citation statements)
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“…For f p = 4300 Hz and f m = 3000 Hz, they found an average slope of 1.9 ͑dB/dB͒ for levels similar to ours ͑60-90 dB SPL͒. Bacon et al ͑1999͒ concluded that for signal frequencies at or above 750 Hz, the slope of the growth of the SM function changed from a value greater than 1 ͑average Ϸ1.9͒ for 60-80 dB SPL signals to close to 1 at levels Ն80 dB SPL. Other studies of GOM using either a FM or FM-SM paradigm ͑Oxenham and Plack, 1997;Plack and Oxenham, 1998;Yasin and Plack, 2005͒, with f p = 4000 Hz, f m = 2400 and 4000 Hz, and stimulus parameters similar to ours, have reported that, on average, the on-frequency FM slopes were 2.4 dB/dB, a value greater than the on-frequency SM slopes when plotted as functions of signal level.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…For f p = 4300 Hz and f m = 3000 Hz, they found an average slope of 1.9 ͑dB/dB͒ for levels similar to ours ͑60-90 dB SPL͒. Bacon et al ͑1999͒ concluded that for signal frequencies at or above 750 Hz, the slope of the growth of the SM function changed from a value greater than 1 ͑average Ϸ1.9͒ for 60-80 dB SPL signals to close to 1 at levels Ն80 dB SPL. Other studies of GOM using either a FM or FM-SM paradigm ͑Oxenham and Plack, 1997;Plack and Oxenham, 1998;Yasin and Plack, 2005͒, with f p = 4000 Hz, f m = 2400 and 4000 Hz, and stimulus parameters similar to ours, have reported that, on average, the on-frequency FM slopes were 2.4 dB/dB, a value greater than the on-frequency SM slopes when plotted as functions of signal level.…”
Section: Discussionmentioning
confidence: 99%
“…Depending on stimulus conditions, all of these mechanisms may contribute to the masking of a signal. The contribution of suppression to masking has been described in psychophysical studies ͑e.g., Shannon, 1976;Weber and Green, 1978;Duifhuis, 1980;Moore et al, 1984;Bacon et al, 1999͒, but it is difficult to separate suppression effects from other effects based on psychophysical data alone. In the psychophysical-masking task, an increase in masker level ͑ML͒ requires a similar increase in signal level when masker and probe are close in frequency because response growths of the masker and signal are similar.…”
Section: Introductionmentioning
confidence: 99%
“…This represents the difference in input sound level needed to produce a fixed low amount of vibration on the basilar membrane in a healthy ear and an ear in which the active mechanism is not functioning (for example following the death of the animal). Psychophysical data obtained from humans suggest gains of similar magnitude, and also suggest that the gain of the active mechanism is greater at high frequencies than at low frequencies (Oxenham and Plack, 1997;Plack and Oxenham, 1998;Bacon et al, 1999;Hicks and Bacon, 1999;Moore et al, 1999b;Plack and Oxenham, 2000). It seems likely that hearing loss due purely to OHC dysfunction cannot be greater than 50 dB at low frequencies and 65 dB at high frequencies.…”
Section: The Effect Of Dead Regions On the Audiogrammentioning
confidence: 98%
“…Some (Ruggero and Rich 1991;Ruggero et al 1992;Oxenham and Plack 1997;Gregan et al 1998;Bacon et al 1999;Nelson et al 2001;Yasin and Plack 2003), although not all (Bacon and Viemeister 1985;Murugasu and Russell 1995;Ruggero et al 1997) physiological and psychophysical studies show that the slope of the I/O function or GOM function returns to a value of 1 dB/dB for high-level signals. The implication being that for high-level signals the BM response to both the signal and masker may grow linearly at the signal place, as is the case for low-level signals (Delgutte 1990a;Yates et al 1990).…”
Section: The Growth Of Masking and Compressionmentioning
confidence: 99%