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一种具有位置依赖性的自相关模型,用于解释谐波数量对基频辨别能力的影响。

An autocorrelation model with place dependence to account for the effect of harmonic number on fundamental frequency discrimination.

作者信息

Bernstein Joshua G W, Oxenham Andrew J

机构信息

Research Laboratory of Electronics, Massachusetts Institute of Technology, Cambridge, Massachusetts 02139, USA.

出版信息

J Acoust Soc Am. 2005 Jun;117(6):3816-31. doi: 10.1121/1.1904268.

Abstract

Fundamental frequency (f0) difference limens (DLs) were measured as a function of f0 for sine- and random-phase harmonic complexes, bandpass filtered with 3-dB cutoff frequencies of 2.5 and 3.5 kHz (low region) or 5 and 7 kHz (high region), and presented at an average 15 dB sensation level (approximately 48 dB SPL) per component in a wideband background noise. Fundamental frequencies ranged from 50 to 300 Hz and 100 to 600 Hz in the low and high spectral regions, respectively. In each spectral region, f0 DLs improved dramatically with increasing f0 as approximately the tenth harmonic appeared in the passband. Generally, f0 DLs for complexes with similar harmonic numbers were similar in the two spectral regions. The dependence of f0 discrimination on harmonic number presents a significant challenge to autocorrelation (AC) models of pitch, in which predictions generally depend more on spectral region than harmonic number. A modification involving a "lag window"is proposed and tested, restricting the AC representation to a limited range of lags relative to each channel's characteristic frequency. This modified unitary pitch model was able to account for the dependence of f0 DLs on harmonic number, although this correct behavior was not based on peripheral harmonic resolvability.

摘要

测量了正弦和随机相位谐波复合体的基频(f0)差异阈(DLs),这些复合体经过带通滤波,3分贝截止频率为2.5千赫和3.5千赫(低频区域)或5千赫和7千赫(高频区域),并在宽带背景噪声中以每个分量平均15分贝感觉级(约48分贝声压级)呈现。低频和高频区域的基频分别为50至300赫兹和100至600赫兹。在每个频谱区域,随着通带中大约第十个谐波的出现,f0 DLs随着f0的增加而显著改善。一般来说,两个频谱区域中具有相似谐波数的复合体的f0 DLs相似。f0辨别对谐波数的依赖性对音高的自相关(AC)模型提出了重大挑战,在该模型中,预测通常更多地取决于频谱区域而非谐波数。提出并测试了一种涉及“滞后窗口”的修改方法,将AC表示限制在相对于每个通道特征频率的有限滞后范围内。这种修改后的单一音高模型能够解释f0 DLs对谐波数的依赖性,尽管这种正确行为并非基于外周谐波可分辨性。

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