音色中跳跃不连续函数的行为

Nishanth F. Paul
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引用次数: 0

摘要

每一种乐器的结构都与对数、黄金比例等数学应用课题有关,本文从实践的角度对这一课题进行探讨,了解音乐与数学概念的关系。我们可以意识到,我们对声音的敏感性与我们大脑的逻辑有关。每种乐器在演奏相同频率时都有不同的声音。很多人都知道音乐在一个频率上是连续的。但是在音质上,不连续性发生在一些乐器上。我们可以看到在一个频率下音乐波形的这种行为是如何发生不连续性的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The behavior of jump discontinuous function in timbre
The structure of every musical instrument is related to the applied topics of mathematics like logarithms, golden ratio, etc., and this paper practically explores into this topic to know how music is related to the mathematical concepts. It can be realized that our sensitivity to sound is linked to the logic of our brains. Every musical instrument has distinct sounds while playing the same frequency. Many people know that music is continuous in one frequency. But in the quality of the sound, the discontinuity occurs in some musical instruments. We can see how discontinuity occurs in such behavior of the musical waveform in one frequency.
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