Algom D, Ben-Aharon B, Cohen-Raz L
Percept Psychophys. 1989 Dec;46(6):567-78. doi: 10.3758/bf03208154.
In a series of six experiments, the method of magnitude estimation, constrained by a multivariate model, was used to assess the rules that govern the summation of the loudness of two-tone complexes. This methodology enabled us to specify the amounts of summation and simultaneously to construct the corresponding loudness scales. The components had different frequency separations and in the different experiments were presented (1) dichotically, a different frequency to each ear; (2) diotically, to both ears; and (3) monaurally. Results replicated and in some conditions extended known features of multiple signal processing by the auditory system. Thus, qualitatively different rules of loudness integration appeared. For monaural and diotic modes of stimulation, overall loudness depended on total sound energy within the critical band, but on the simple sum of component loudnesses beyond the critical band. For dichotic presentations, a fully additive rule of loudness summation appeared, regardless of frequency spacing. For the latter (but not the former), loudness summation was perfect, with the underlying loudness scales closely approximating Stevens's sone scale.
在一系列六个实验中,采用受多变量模型约束的量级估计法,来评估支配双音复合体响度总和的规则。这种方法使我们能够确定总和量,并同时构建相应的响度标度。这些成分具有不同的频率间隔,且在不同实验中呈现方式如下:(1) 双耳分听,每只耳朵接收不同频率的声音;(2) 双耳合听,两只耳朵接收相同频率的声音;(3) 单耳听声。实验结果重现了并在某些条件下扩展了听觉系统对多个信号进行处理的已知特征。因此,出现了性质不同的响度整合规则。对于单耳和双耳合听的刺激模式,总体响度取决于临界带宽内的总声能,但在临界带宽之外则取决于成分响度的简单总和。对于双耳分听的呈现方式,无论频率间隔如何,都出现了完全相加的响度总和规则。对于后者(而非前者),响度总和是完全的,其潜在的响度标度与史蒂文斯的宋标度非常接近。