Five-limit tuning, 5-limit tuning, or 5-prime-limit tuning (not to be confused with 5-odd-limit tuning), is any system for tuning a musical instrument...

intonation, their harmonic limit may be ambiguous. 3-limit (Pythagorean) tuning Five-limit tuning 7-limit tuning Numerary nexus Otonality and Utonality Tonality...

5-limit tuning yields a much larger number of wolf intervals with respect to Pythagorean tuning, which can be considered a 3-limit just intonation tuning. Namely...

fifth for purposes of music analysis regardless of its tuning method, for purposes of discussing tuning systems musicologists may distinguish between a perfect...

Pythagorean tuning is a broken circle of fifths. This creates two distinct semitones, but because Pythagorean tuning is also a form of 3-limit just intonation...

semantic-53 scale. In five-limit tuning, their ratio is complex, measuring 20000 / 19683, or 3125 / 3072. In seven-limit tuning, they can be more simply...

take a specific alternative name in Pythagorean tuning, five-limit tuning, or meantone temperament tuning systems such as quarter-comma meantone. All the...

example, in extended scales produced with five-limit tuning an A♭ tuned as a major third below C5 and a G♯ tuned as two major thirds above C4 are not exactly...

most typical and traditional tuning of the five-string small kantele is just intonation arrived at via five-limit tuning, often in Dmajor or Dminor. This...

is simply called the diminished third (for further details, see Five-limit tuning § Size of intervals). Some equal temperaments also produce major seconds...

S2, S3, S4 are semitones as defined in five-limit tuning#Size of intervals. Notice that for 5-limit tuning, 1⁄6-, 1⁄5-, 1⁄4-, and 1⁄3-comma meantone...

compositions and a tuning system. Despite the conjectural nature of reconstructions of the Hurrian songs, the diatonic nature of the tuning system is demonstrated...

to 12-tone equal tuning and to a common five-limit tuning in C: The additional tubing for each valve usually features a short tuning slide of its own...

English guitar used a repetitive open-C tuning that approximated a major-thirds tuning. C-C-G-C-E-G This open-C tuning gives the initial harmonic series when...

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Lists See also 7-limit tuning 15 equal temperament 17 equal temperament 19 equal temperament 22 equal...

polyphonic tuning bends and dynamic tuning progressions. If one considers the syntonic temperament's tuning continuum as a string, and individual tunings as beads...

inner and outer diameters. He also constructed a 12-string tuning instrument, with a set of tuning pitch pipes hidden inside its bottom cavity. In 1890, Victor-Charles...

point for comparison, in three-limit tuning the Pythagorean major third is an 81/64 ratio, which is 407.8 cents. A tuning is a choice of pitches in a scale...

ratios (8:9, 16:27, 64:81, etc.). The gamut or its subsets were used for tuning and are preserved in bells and pipes. Unlike the Western chromatic scale...

adjust the tuning of all notes except for open strings, and vocal groups, who have no mechanical tuning limitations, sometimes use a tuning much closer...

of fine-tuning are naturalistic. First, the fine-tuning might be an illusion: more fundamental physics may explain the apparent fine-tuning in physical...

pseudo-just tuning's notes is shown in video 6 (Dynamic tuning & timbre). Dynamic Tonality enables two new kinds of real-time musical effects: Tuning-based...

Among alternative tunings for guitar, a major-thirds tuning is a regular tuning in which each interval between successive open strings is a major third...

53 TET had become the most common form of tuning in Ottoman classical music, replacing its older, unequal tuning. Arabic music, which for the most part bases...

It is the minor third in Pythagorean tuning. The 32:27 Pythagorean minor third arises in the 5-limit justly tuned major scale between the 2nd and 4th degrees...

septimal meantone, refers to the tempering of 7-limit musical intervals by a meantone temperament tuning in the range from fifths flattened by the amount...

In music theory and tuning, a tonality diamond is a two-dimensional diagram of ratios in which one dimension is called the otonality and the other is called...

Pythagorean comma (531441:524288) on C In musical tuning, the Pythagorean comma (or ditonic comma), named after the ancient mathematician and philosopher...

meantone tuning, standard in the Baroque and earlier, the augmented sixth is 965.78 cents – only 3 cents below 7:4, well within normal tuning error and...

musical temperaments; that is, a variety of tuning systems constructed, similarly to Pythagorean tuning, as a sequence of equal fifths, both rising and...