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感知的鼓点模式复杂性对节奏感体验没有影响。

Null effect of perceived drum pattern complexity on the experience of groove.

机构信息

School of Music, Lucerne University of Applied Sciences and Arts, Lucerne, Switzerland.

Department of Music, University of Birmingham, Birmingham, United Kingdom.

出版信息

PLoS One. 2024 Nov 15;19(11):e0311877. doi: 10.1371/journal.pone.0311877. eCollection 2024.

Abstract

There is a broad consensus in groove research that the experience of groove, understood as a pleasurable urge to move in response to music, is to some extent related to the complexity of the rhythm. Specifically, music with medium rhythmic complexity has been found to motivate greater urge to move compared to low or high complexity music (inverted-U hypothesis). Studies that confirmed the inverted-U hypothesis usually based their measure of complexity on the rhythmic phenomenon of syncopation, where rhythms with more and/or stronger syncopation are considered to be more complex than less syncopated rhythms. However, syncopation is not the same as complexity and represents only one rhythmic device that makes music complex. This study attempts the verification of the inverted-U hypothesis independently from syncopation. It uses a new stimulus set of forty idiomatic popular music drum patterns whose perceptual complexity was measured experimentally in a previous study. The current study reports the results of a listening experiment with n = 179 participants, in which the inverted-U hypothesis was not confirmed. Complexity did not have any significant effect on listeners' urge to move (p = 834). Results are discussed in the context of the psychological model of musical groove, which offers a nuance to this null result: simple drum patterns motivate listeners to dance because they convey metric clarity; complex patterns invite dancing because they are interesting. Yet, overall, the urge to move does not seem to depend on complexity, at least in the case of idiomatic drum patterns that are typically encountered in the Western popular music repertoire.

摘要

在groove 研究中,人们普遍认为,groove 的体验,即一种因音乐而产生的愉悦的运动冲动,在某种程度上与节奏的复杂性有关。具体来说,与低复杂度或高复杂度的音乐相比,具有中等节奏复杂度的音乐被发现更能激发运动冲动(倒 U 假设)。证实倒 U 假设的研究通常基于节奏切分现象来衡量复杂性,其中具有更多和/或更强切分的节奏被认为比切分较少的节奏更复杂。然而,切分与复杂性不同,它只是使音乐复杂的一种节奏手段。本研究试图在不依赖切分的情况下独立验证倒 U 假设。它使用了一组 40 个惯用流行音乐鼓模式的新刺激集,这些鼓模式的感知复杂性在之前的研究中通过实验进行了测量。本研究报告了一项有 179 名参与者的听力实验结果,倒 U 假设未被证实。复杂性对听众的运动冲动没有任何显著影响(p=834)。结果在音乐 groove 的心理模型背景下进行了讨论,该模型为这一无效结果提供了一个细微差别:简单的鼓模式激发听众跳舞,是因为它们传达了韵律的清晰性;复杂的模式邀请人们跳舞,是因为它们很有趣。然而,总的来说,运动冲动似乎并不取决于复杂性,至少在惯用的鼓模式中是这样,这些模式通常出现在西方流行音乐曲目中。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/2a8c/11567550/49cb50b6969e/pone.0311877.g001.jpg

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