Influence of noise type, degree of comodulation and interaural phase difference on the combined monaural and binaural masking release.

Bastian Epp, Jesko Verhey

Universität Oldenburg, Medizinische Physik, Carl-von-Ossietzky Str. 9-11, 26111 Oldenburg, Germany, .

Journal Article: The Journal of the Acoustical Society of America (impact factor: 1.52). 06/2008; 123(5):3051. DOI: 10.1121/1.2932759

Abstract

Several masking experiments have shown that the auditory system is able to use coherent envelope fluctuations of the masker across frequency within one ear as well as differences in interaural disparity between signal and masker to enhance signal detection. The two effects associated with these abilities are comodulation masking release (CMR) and binaural masking level difference (BMLD). The aim of the present study was to investigate the combination of CMR and BMLD. Thresholds of a sinusoidal signal were measured in a flanking band paradigm, i.e., in the presence of several narrowband noise maskers, (i) for two noise types (Gaussian and multiplied noise), (ii) various degrees of comodulation, and (iii) various interaural phase differences (IPD) of the signal. Thresholds decreased as the signal IPD increased and decreased as the masker comodulation increased. For both noise types, the maximum CMR was about 10 dB and the maximum BMLD was about 14 dB. Thresholds where monaural and binaural cues were present showed an addition of the single effects, i.e., a maximum masking release of 24 dB. A simplified model of the auditory system assuming a serial alignment of the across-frequency and the binaural processing stages is able to reproduce the dataset.

Source: PubMed

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Keywords

auditory system
 
binaural cues
 
binaural masking level difference
 
binaural processing stages
 
flanking band paradigm
 
interaural disparity
 
masker comodulation
 
masking experiments
 
maximum BMLD
 
maximum CMR
 
maximum masking release
 
narrowband noise maskers
 
noise types
 
serial alignment
 
signal detection
 
signal IPD
 
single effects
 
sinusoidal signal
 
two effects
 
use coherent envelope fluctuations