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Listening for Phi: Temporal Proportion in Recordings of Mozart's Piano Sonatas

机译:聆听披披:莫扎特钢琴奏鸣曲录音中的时间比例

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The golden mean (the ratio of approximately 1:1.618) can be observed in the spatial proportions of much classical architecture and painting. There is some evidence to suggest that ratios of this kind have also been adopted to define the large-scale temporal proportions in musical compositions by composers as diverse as Dunstable and Bartok. Jane Perry-Camp [1] and John F. Putz [2] have suggested that Mozart used the golden mean in the sonata form movements of his 18 piano sonatas to define the respective lengths of the two repeated sections. These studies have shown that the number of bars in each of the two sections of every sonata form movement, often have a proportional relationship close to that of the golden mean. Yet the present paper will argue that counting the bars in a score is rather different from experiencing a piece of music as a sound in time. Although the temporal proportions of many of the movements of Mozart's piano sonatas do seem to fall within the ratio of the golden mean, it is questionable whether most listeners consciously appreciate these proportions. The present study analyses several complete sets of commercial audio recordings of Mozart's piano sonatas by a range of performers in order to explore whether the temporal proportions in the sonata form movements are preserved in recorded performance. The findings of this study are often at odds with those resulting from analysis of the scores.
机译:在许多古典建筑和绘画的空间比例中,可以观察到黄金均值(比率约为1:1.618)。有证据表明,这样的比例也被邓斯特布尔和巴托克等作曲家用来定义音乐作品中的大规模时间比例。简·佩里·坎普[1]和约翰·普茨[2]提出,莫扎特在他的18首钢琴奏鸣曲的奏鸣曲中使用了中庸之道来定义两个重复部分的各自长度。这些研究表明,每个奏鸣曲形式的运动的两个部分中的每个部分的小节数通常具有接近黄金分割的比例关系。然而,本论文将辩称,对乐谱中的小节进行计数与将一段音乐作为时间的声音来体验完全不同。尽管莫扎特钢琴奏鸣曲的许多乐章的时空比例似乎都在黄金中值的比例之内,但值得怀疑的是,大多数听众是否有意识地欣赏这些比例。本研究分析了一系列表演者对莫扎特钢琴奏鸣曲的几套完整的商业录音,以探讨在录制的演奏中是否保留了奏鸣曲形式运动中的时间比例。这项研究的结果通常与分数分析所得出的结果不一致。

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