20世纪的谐波张力和分辨率理论

A. Colla
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摘要

一旦超越了调性系统,作曲家如何解决“和声张力和分辨率”的问题?为什么复杂的和声会产生压力或安静?调和偏谱和对称性的作用是什么?情境对紧张感的影响有多大?和弦之间发生了什么,如何在第一个和弦逐渐消失到第二个和弦的心理声学阴影中建立紧张程度?有可能计算出谐波连接的矢量吗?如何得到谐波序列的最大相关?音符在声学空间中的位置是如何改变共时张力的?在和谐音和不谐音之间有明确的界限吗?谐波张力和分辨率的概念引起了各个时代的音乐理论家和作曲家的兴趣,但19世纪后期开始的众多谐波理论的辐射爆炸为不同位置的对比创造了基础,后来在20世纪恢复或彻底发展。19世纪末至20世纪初的教义进步带来了激烈的分歧。从那时起,一些作曲家和理论家对对称性进行了严格的分析,而另一些人则探索泛音和声和音色的细微差别。他们中的一些人把精力集中在谐波张力和分辨率理论上。现在是寻求答案的时候了,我们需要从整体结构上对和谐宇宙有一个视角。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The theory of harmonic tension and resolution during the 20th century
Once the tonal system was overstepped, how did the composers solve the problem of ‘harmonic tension and resolution’? Why does a complex harmony create stress or quietness? What is the role of harmonic partials and what that of symmetries? How much does the context may change the perception of tension? What happens between chords and how to establish the degree of tension in the psychoacoustic shadow of the fi rst chord which fades into the second? Is it possible to calculate the vector of harmonic connection? How to get the maximal correlation of harmonic succession? How does the placement of the notes in acoustic space alter the synchronic tension? Is there a clear line of demarcation between consonance and dissonance? The concept of harmonic tension and resolution has intrigued music theorists and composers of all eras, but the radial explosion of numerous harmonic theories which began during the late 19th century created a basis for a diversifi ed contrast in positions, later resumed or thoroughly developed during the 20th century. The doctrinal progress that took place between the late 19th and early 20th centuries brought on a violent bifurcation. From then on, some composers and theorists pursued a strict analysis of symmetries while others explored the nuances of overtone harmony and timbre. Some of them focused their efforts on the theory of harmonic tension and resolution. The time has come to get answers and to acquire a perspective of the harmonic universe in its structural entirety.
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