Pelog: Difference between revisions
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In Javanese gamelan, the tones of Pelog are numbered 1 through 7 (traditionally associated with body parts: 1 = head, 2 = neck, 3 = chest, 4 = groin, 5 = knees, 6 = feet, 7 = hands). The exact tuning varies considerably between gamelan, but on most modern Javanese sets one would encounter in North America the pairs 1-5, 2-6, and 3-7 are roughly fifths. | In Javanese gamelan, the tones of Pelog are numbered 1 through 7 (traditionally associated with body parts: 1 = head, 2 = neck, 3 = chest, 4 = groin, 5 = knees, 6 = feet, 7 = hands). The exact tuning varies considerably between gamelan, but on most modern Javanese sets one would encounter in North America the pairs 1-5, 2-6, and 3-7 are roughly fifths. | ||
Traditionally, there are three ''pathet'', or modes, of Pelog. ''Pelog nem'' (or ''pathet nem'') uses the tones 1 2 3 5 6 with an emphasis on either 6 | Traditionally, there are three ''pathet'', or modes, of Pelog. ''Pelog nem'' (or ''pathet nem'') uses the tones {{dash|1, 2, 3, 5, 6|d=med}} with an emphasis on either 6–2 or 5–1 depending on the piece (technically, depending whether the piece is emulating [[Slendro]] manyuro or Slendro songo). ''Pelog barang'' uses {{dash|2, 3, 5, 6, 7|d=med}}, usually emphasizing 6+2 or 3+7. ''Pelog lima'' is a sort of "odds and ends" for uses of the {{dash|1, 2, 3, 5, 6|d=med}} scale that don't really fit into anywhere else. Definitions are somewhat fuzzy and may vary by gamelan master. The 4 tone is not often encountered, and some elaborating instruments lack the tone entirely. | ||
Pelog is well-approximated by the seven note "antidiatonic" ([[2L 5s]]) scale of [[9edo]] | Pelog is well-approximated by the seven note "antidiatonic" ([[2L 5s]]) scale of [[9edo]]. This is essentially an inverted version of the [[12edo]]'s [[5L 2s|diatonic scale]], where the steps run {{dash|H, H, W, H, H, H, W|s=|d=med}} instead of {{dash|W, W, H, W, W, W, H|s=|d=med}}. However, in practice Pelog's exact intervals are unequal throughout the scale, while 9edo supposes exactly two distinct interval sizes. | ||
== Music == | == Music == |