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Prediction Models for the Pleasantness of Binary Mixtures in Olfaction

机译:嗅觉中二元混合物的愉悦性预测模型

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摘要

Whereas the rules underlying the perceived intensity of binary mixtures have been investigated, minimal efforts have been directed at elucidating the rules underlying the perceived pleasantness of such mixtures. To address this, 84 subjects ranked the pleasantness and intensity of 5 distinct binary mixtures (15 pairs, inter-stimulus interval = 4 s, inter-trial interval = 30 s, flow = 6 l/min, pulse = 2 s) constructed from different ratios (0:100%, 25:75%, 50:50%, 75:25%, and 100:0%, olfactometer-generated vapor phase). We found that in the majority of cases, the pleasantness of the mixture fell between the pleasantness values of its separated constituents and that it was strongly influenced by the relative intensities of the constituents. Based on these results, we proposed a prediction paradigm for the pleasantness of binary mixtures from the pleasantness of their separated constituents weighted by their respective perceived intensities. The uniqueness of the proposed paradigm is that it neither requires presetting an interaction constant between the mixture components nor require any factorization of the pleasantness weights. It does, nonetheless, require solid psychophysical data on the separated components at their different concentrations, and currently it can only explain the behavior of intermediate pleasantness of mixtures.
机译:尽管已经研究了二元混合物的感知强度的基本规则,但是已经进行了最小的努力来阐明这些混合物的感知的愉悦性的基本规则。为了解决这个问题,由84名受试者对5种不同的二元混合物(15对,刺激间隔= 4 s,试验间隔= 30 s,流量= 6 l / min,脉搏= 2 s)的愉悦度和强度进行了排名。不同的比例(嗅觉仪生成的气相:0:100%,25:75%,50:50%,75:25%和100:0%)。我们发现,在大多数情况下,混合物的舒适度介于其分离成分的舒适度值之间,并且强烈地受成分相对强度的影响。基于这些结果,我们提出了一种二元混合物的愉悦性预测范式,该预测范式是由其分离的成分的愉悦度(分别由其各自的感知强度加权)得出的。所提出的范例的唯一性在于它既不需要预设混合物成分之间的相互作用常数,也不需要对愉悦度权重进行任何分解。但是,它确实需要分离浓度不同的分离成分的可靠的心理物理数据,目前它只能解释混合物的中等愉悦性。

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  • 来源
    《Chemical Senses》 |2008年第7期|599-609|共11页
  • 作者单位

    Department of Neurobiology The Weizmann Institute of Science Israel;

    Department of Computer Science and Applied Mathematics The Weizmann Institute of Science Israel;

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  • 正文语种 eng
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