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The harmonic scale is a "super-just" musical scale allowing extended just intonation, beyond 5-limit to the 19th harmonic (Play ⓘ), and free modulation through the use of synthesizers. Transpositions and tuning tables are controlled by the left hand on the appropriate note on a one-octave keyboard.
The harmonic major scale has its own set of modes, distinct from the harmonic minor, melodic minor, and major modes, depending on which note serves as the tonic.Below are the mode names, their degrees, and the following seventh chords that can be built using each modal tonic or degree of the parent mode as the root: a major seventh chord, a half-diminished seventh chord, a minor seventh chord ...
The Guqin Scale of harmonics on the Moodswinger Scale of harmonics on C. Play ⓘ The scale of harmonics is a musical scale based on the noded positions of the natural harmonics existing on a string. [citation needed] This musical scale is present on the guqin, regarded as one of the first string instruments with a musical scale. [1]
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Like all heptatonic (seven-pitch) scales, the double harmonic scale has a mode for each of its individual scale degrees. The most commonly known of these modes is the 4th mode, the Hungarian minor scale, most similar to the harmonic minor scale with a raised 4th degree. The modes are as follows: [7]
Harmonic: quasi-tonic, modulating dominant, pivot chord [3] Melodic: recognizable segment of the scale of the quasi-tonic or strategically placed leading-tone [3] Metric and rhythmic: quasi-tonic and modulating dominant on metrically accented beats, prominent pivot chord [3] The quasi-tonic is the tonic of the new key established by the modulation.
A scale-step triad is designated by an uppercase Roman numeral representing the scale degree of the root, much as in traditional "harmonic analysis" (see chord progression). [2] Thus, in the above example (which is in G major), the G major triad that Schenker claims we perceive through the first two measures would be labelled "I". However ...
12 EDO has a very good approximation for the perfect fifth (third harmonic), especially for such a small number of steps per octave, but compared to the equally-tempered versions in 12 EDO, the just major third (fifth harmonic) is off by about a sixth of a step, the seventh harmonic is off by about a third of a step, and the eleventh harmonic ...