{"title":"Use of a loudness model for hearing aid fitting: III. A general method for deriving initial fittings for hearing aids with multi-channel compression.","authors":"B C Moore, B R Glasberg, M A Stone","doi":"10.3109/03005369909090105","DOIUrl":null,"url":null,"abstract":"<p><p>A model for predicting loudness for people with cochlear hearing loss is applied to the problem of the initial fitting of multi-channel fast-acting compression hearing aids. The fitting is based entirely on the pure tone audiogram, and does not require measures of loudness growth. One constraint is always applied: the specific loudness pattern evoked by speech of a moderate level (65 dB SPL) should be reasonably flat (equal loudness per critical band), and the overall loudness should be similar to that evoked in a normal listener by 65-dB speech. This is achieved using the 'Cambridge' formula. For hearing aids where the compression threshold in each channel can be set to a very low value, an additional constraint is used: speech with an overall level of 45 dB SPL should be audible over its entire dynamic range in all frequency channels from 500 Hz up to about 4 kHz. For hearing aids where the compression thresholds cannot be set to very low values, a different additional constraint is used: the specific loudness pattern evoked by speech of a high level (85 dB SPL, and with the spectral characteristics of shouted speech) should be reasonably flat, and the overall loudness should be similar to that evoked in a normal listener by 85-dB speech. For both cases, compression ratios are limited to values below 3. For each of these two cases, we show how to derive compression ratios and gains, and for the first case, compression thresholds, for each channel. The derivations apply to systems with any number of channels. A computer program implementing the derivations is described. The program also calculates target insertion gains at the centre frequency of each channel for input levels of 50, 65 and 80 dB SPL, and target gains at the eardrum measured relative to the level at the reference microphone of a probe microphone system.</p>","PeriodicalId":75616,"journal":{"name":"British journal of audiology","volume":"33 4","pages":"241-58"},"PeriodicalIF":0.0000,"publicationDate":"1999-08-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://sci-hub-pdf.com/10.3109/03005369909090105","citationCount":"78","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"British journal of audiology","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.3109/03005369909090105","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 78
Abstract
A model for predicting loudness for people with cochlear hearing loss is applied to the problem of the initial fitting of multi-channel fast-acting compression hearing aids. The fitting is based entirely on the pure tone audiogram, and does not require measures of loudness growth. One constraint is always applied: the specific loudness pattern evoked by speech of a moderate level (65 dB SPL) should be reasonably flat (equal loudness per critical band), and the overall loudness should be similar to that evoked in a normal listener by 65-dB speech. This is achieved using the 'Cambridge' formula. For hearing aids where the compression threshold in each channel can be set to a very low value, an additional constraint is used: speech with an overall level of 45 dB SPL should be audible over its entire dynamic range in all frequency channels from 500 Hz up to about 4 kHz. For hearing aids where the compression thresholds cannot be set to very low values, a different additional constraint is used: the specific loudness pattern evoked by speech of a high level (85 dB SPL, and with the spectral characteristics of shouted speech) should be reasonably flat, and the overall loudness should be similar to that evoked in a normal listener by 85-dB speech. For both cases, compression ratios are limited to values below 3. For each of these two cases, we show how to derive compression ratios and gains, and for the first case, compression thresholds, for each channel. The derivations apply to systems with any number of channels. A computer program implementing the derivations is described. The program also calculates target insertion gains at the centre frequency of each channel for input levels of 50, 65 and 80 dB SPL, and target gains at the eardrum measured relative to the level at the reference microphone of a probe microphone system.
将一个预测耳蜗听力损失患者响度的模型应用于多通道速效压缩助听器的初始拟合问题。该拟合完全基于纯音听力图,不需要测量响度增长。有一个约束条件始终适用:中等水平(65 dB SPL)的语音引起的特定响度模式应该合理平坦(每个临界频带的响度相等),并且总体响度应该与正常听众使用65 dB语音引起的响度相似。这是通过“剑桥”公式实现的。对于每个通道的压缩阈值可以设置为非常低的值的助听器,使用了额外的约束:在500hz到约4khz的所有频率通道的整个动态范围内,应该听到45 dB SPL的总体水平的语音。对于不能将压缩阈值设置为非常低的助听器,则使用了不同的附加约束:高电平语音(85 dB SPL,并具有大声语音的频谱特征)所引起的特定响度模式应该相当平坦,并且总体响度应该与正常听者85 dB语音所引起的响度相似。对于这两种情况,压缩比限制为低于3的值。对于这两种情况,我们展示了如何推导每个通道的压缩比和增益,对于第一种情况,我们展示了如何推导每个通道的压缩阈值。这些推导适用于具有任意数量通道的系统。描述了实现这些推导的计算机程序。该程序还计算了输入电平为50,65和80db SPL的每个通道的中心频率处的目标插入增益,以及相对于探头麦克风系统的参考麦克风的电平测量的鼓膜处的目标增益。