Solecki J M, Gerken G M
Callier Center for Communication Disorders, University of Texas, Dallas 75235.
J Acoust Soc Am. 1990 Aug;88(2):779-85. doi: 10.1121/1.399727.
Temporal integration functions obtained from human subjects with sensorineural hearing loss have shallower slopes than the functions obtained from normal-hearing subjects. The present investigation was designed to explore this relation in animals in order to compare normal-hearing cats and humans. Auditory temporal integration functions were measured for five cats before and after they were exposed to a 2-kHz tone at 110 dB SPL for 48 h. To measure the temporal integration functions, ten stimuli were used that had overall durations from 8.32 to 275 ms and that were configured either as single or multiple tone bursts of 6.25 kHz. Twelve thresholds for each stimulus were obtained from each animal before and after the sound exposure. Pre- and postexposure audiograms were also obtained and the mean permanent threshold shift at 6.25 kHz was 32.5 dB. Exponential and power function models were used to describe the data. The exponential model (with grand-mean data) yielded a pre-exposure time constant (tau) of 188 ms [mean absolute residual (MAR) of 1.5 dB] and a postexposure tau of 21 ms (MAR of 1.4 dB). For the power function model with grand-mean data, the pre-exposure slope was 6.6 dB per decade of duration (MAR of 1.4 dB) and a postexposure slope of 3.8 dB per decade of duration (MAR of 0.7 dB). The results indicated that the slope of the temporal integration function was less steep after sensorineural hearing loss of cochlear origin, and that the power function model was more effective in describing temporal integration data for the range of stimulus durations employed.(ABSTRACT TRUNCATED AT 250 WORDS)
从患有感音神经性听力损失的人类受试者获得的时间整合函数,其斜率比从听力正常的受试者获得的函数更平缓。本研究旨在探究动物中的这种关系,以便比较听力正常的猫和人类。对五只猫在暴露于110 dB SPL的2 kHz纯音48小时之前和之后测量听觉时间整合函数。为了测量时间整合函数,使用了十个刺激,其总持续时间从8.32到275毫秒,并且被配置为6.25 kHz的单音或多音突发。在声音暴露之前和之后,从每只动物获得每个刺激的十二个阈值。还获得了暴露前和暴露后的听力图,并且在6.25 kHz处的平均永久性阈值偏移为32.5 dB。使用指数和幂函数模型来描述数据。指数模型(使用总体均值数据)得出暴露前的时间常数(tau)为188毫秒[平均绝对残差(MAR)为1.5 dB],暴露后的tau为21毫秒(MAR为1.4 dB)。对于具有总体均值数据的幂函数模型,暴露前的斜率为每十倍持续时间6.6 dB(MAR为1.4 dB),暴露后的斜率为每十倍持续时间3.8 dB(MAR为0.7 dB)。结果表明,耳蜗源性感音神经性听力损失后,时间整合函数的斜率变缓,并且幂函数模型在描述所采用的刺激持续时间范围内的时间整合数据方面更有效。(摘要截断于250字)