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Lydian mode

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The modern Lydian mode is a seven-tone musical scale formed from a rising pattern of pitches comprising three whole tones, a semitone, two more whole tones, and a final semitone.

{ \key c \lydian \override Score.TimeSignature #'stencil = ##f \relative c' { \clef treble \time 7/4 c4^\markup { Modern C Lydian scale } d e fis g a b c2 } }

Because of the importance of the major scale in modern music, the Lydian mode is often described as the scale that begins on the fourth scale degree of the major scale, or alternatively, as the major scale with the fourth scale degree raised half a step. This sequence of pitches roughly describes the scale underlying the fifth of the eight Gregorian (church) modes, known as Mode V or the authentic mode on F, theoretically using B♮ but in practice more commonly featuring B♭.[1] The use of the B♭ as opposed to B♮ would have made such piece in the modern-day F major scale.

Ancient Greek Lydian

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The name Lydian refers to the ancient kingdom of Lydia in Anatolia. In Greek music theory, there was a Lydian scale or "octave species" extending from parhypate hypaton to trite diezeugmenon, equivalent in the diatonic genus to the modern Ionian mode (the major scale).[2]

{ \key e \major \override Score.TimeSignature #'stencil = ##f \relative c' { \clef treble \time 7/4 e4^\markup { Greek Lydian tonos (diatonic genus) on E } fis gis a b cis dis e2 } }

In the chromatic and enharmonic genera, the Lydian scale was equivalent to C D♭ E F G♭ A B C, and C Chalf sharp Ehalf sharp F Fhalf sharp Ahalf sharp Bhalf sharp C, respectively,[3] where "half sharp" signifies raising the pitch by approximately a quarter tone.

{ \key e \major \override Score.TimeSignature #'stencil = ##f \relative c' { \clef treble \time 7/4 e4^\markup { Greek Lydian tonos (chromatic genus) on E } f gis a bes cis dis e2 } }
{ \key e \major \override Score.TimeSignature #'stencil = ##f \relative c' { \clef treble \time 7/4 e4^\markup { Greek Lydian tonos (enharmonic genus) on E } feh gisih a aih cisih disih e2 } }

Medieval Lydian mode

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In the Middle Ages and Renaissance, this mode was described in two ways. The first way is the diatonic octave species from F up to F an octave above, divided at C to produce two segments:

{ \override Score.TimeSignature #'stencil = ##f \relative c' { \clef treble \time 5/4 f4^\markup { Medieval Lydian mode on F } g a b c \time 4/4 \parenthesize c d e f } }

The second is as a mode with a final on F and an ambitus extending to F an octave higher and in which the note C was regarded as having an important melodic function. Many theorists of the period observed that B♭ is used more typically than B♮ in compositions in Lydian mode.[1]

Modern Lydian mode

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The Lydian scale can be described as a major scale with the fourth scale degree raised a semitone, making it an augmented fourth above the tonic; e.g., an F-major scale with a B♮ rather than B♭. That is, the Lydian mode has the following formula:

1, 2, 3, ♯4, 5, 6, 7, 8

This mode's augmented fourth and the Locrian mode's diminished fifth are the only modes to have a tritone above the tonic.

{ \override Score.TimeSignature #'stencil = ##f \relative c' { \clef treble \time 7/4 f4^\markup { Modern F Lydian scale } g a b c d e f2 } }

In Lydian mode, the tonic, dominant, and supertonic triads are all major. The subdominant is diminished. The triads built on the remaining three scale degrees are minor.

Alternatively, it can be written as the pattern

whole, whole, whole, half, whole, whole, half or (W-W-W-H-W-W-H)

Notable compositions in the Lydian mode

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Classical (Ancient Greek)

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The Paean and Prosodion to the God, familiarly known as the Second Delphic Hymn, composed in 128 BC by Athénaios Athenaíou is predominantly in the Lydian tonos, both diatonic and chromatic, with sections also in Hypolydian.[4]

Medieval

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The 12th-century "Hymn to St. Magnus" from the Orkney Islands, referencing Magnus Erlendsson, Earl of Orkney, is in Gregorian mode or church mode V (F white notes),[citation needed] extending from the E below to the octave above, with B♮'s throughout, in two-part harmony of mostly parallel thirds. The Sanctus, Agnus Dei, and Ite, missa est of Guillaume de Machaut's Messe de Nostre Dame feature extensive use of F♮ and B♮, as well as F♯ and B♭.[clarification needed][citation needed]

Romantic

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A rare, extended use of the Lydian mode in the Classical repertoire is Simon Sechter's 1822 Messe in der lydischen Tonart (Mass in the Lydian Mode).[5] A more famous example from around the same time is the third movement of Ludwig van Beethoven's String Quartet No. 15 in A minor, Op. 132 (1825), titled by the composer "Heiliger Dankgesang eines Genesenen an die Gottheit, in der lydischen Tonart" ("Holy Song of Thanksgiving by a Convalescent to the Divinity, in the Lydian Mode").[6] The alternating passages in F use the Lydian scale with sharp fourth scale degree exclusively.

Charles-Valentin Alkan's Allegro barbaro (Étude Op. 35, No. 5, published in 1848) is written strictly in F Lydian, with no B♭'s present at all.[7]

Anton Bruckner employed the sharpened fourth of the Lydian scale in his motet Os justi (1879) more strictly than Renaissance composers ever did when writing in this mode.[8]

Gabriel Faure's song Lydia from "2 Melodies" Op 4 ?1872. This ode to Lydia - by Parnassian poet Leconte de Lisle - starts, appropriately, in the Lydian mode and, in F, has a raised 4th (B natural) in the first line of the melody.

Modern

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In the 20th century, composers began once again to exploit modal scales with some frequency. George Enescu, for example, includes Lydian-mode passages in the second and third movements of his 1906 Decet for Winds, Op. 14.[9] An example from the middle of the century is the scherzo movement of Carlos Chávez's Symphony No. 3 (1951–54). The movement opens with a fugue subject, featuring extremely wide leaps, in C Lydian with following entries in F and G Lydian.[10] Alexei Stanchinsky wrote a Prelude in Lydian mode earlier in the 20th century.[11]

Jazz

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In Lydian Chromatic Concept of Tonal Organization, George Russell developed a theory that became highly influential in the jazz world, inspiring the works of people such as Miles Davis, John Coltrane, Ornette Coleman, and Woody Shaw.[12]

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In practical terms it should be said that few rock songs that use modes such as the phrygian, Lydian, or locrian actually maintain a harmony rigorously fixed on them. What usually happens is that the scale is harmonized in [chords with perfect] fifths and the riffs are then played [over] those [chords].[13]


Folk

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  • Many Polish folksongs, including the mazurka, are in the Lydian mode; the first six notes of this mode were sometimes known as the "Polish mode".[18]

See also

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Notes

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  1. ^ a b Powers 2001.
  2. ^ Barbera 1984, 233, 240.
  3. ^ Barker 1984–1989, 2:15.
  4. ^ Pöhlmann and West 2001, 85.
  5. ^ Carver 2005, 76.
  6. ^ Prout, Ebenezer (1903). Harmony: Its Theory and Practice, p.317. Augener. [ISBN unspecified].
  7. ^ Smith 2000, p. [page needed].
  8. ^ Carver 2005, 74–75.
  9. ^ Hoffman and Rațiu 1971, 319.
  10. ^ Orbón 1987, 90–91.
  11. ^ Stanchinsky 1908.
  12. ^ Anon. n.d.
  13. ^ Rooksby, Rikky (1 November 2010). Riffs: How to Create and Play Great Guitar Riffs. Rowman & Littlefield. ISBN 978-1-4768-5548-6.
  14. ^ a b Everett, Walter (1999). The Beatles as Musicians: Revolver Through the Anthology. Oxford University Press. ISBN 0-19-512941-5.
  15. ^ Preston 2012.
  16. ^ Hein 2012.
  17. ^ McGuire, Patrick (21 February 2018). "Exploring the Lydian Mode with Elliott Smith's "Waltz #1"". Flypaper. Retrieved 3 February 2023.
  18. ^ Trochimczyk n.d.

Sources

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Further reading

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  • Beato, Rick. 2018. "What Makes This Song Great? Ep. 2: The Police". YouTube (26 January. Retrieved 28 March 2018).
  • Benward, Bruce, and Marilyn Nadine Saker. 2009. Music in Theory and Practice, eighth edition, vol. 2. Boston: McGraw-Hill. ISBN 978-0-07-310188-0.
  • Chase, Wayne. 2006. How Music Really Works!: Musical and Lyrical Techniques of the Masters, second edition. Vancouver: Roedy Black Publishing Inc. ISBN 1-897311-55-9; ISBN 1-897311-56-7.
  • Jones, George Thaddeus. 1974. Music Theory: The Fundamental Concepts of Tonal Music Including Notation, Terminology, and Harmony. Barnes & Noble Outline Series 137. New York, Hagerstown, San Francisco, London: Barnes & Noble. ISBN 9780064601375.
  • Miller, Scott. 2002. Mel Bay's Getting Into ... Jazz Fusion Guitar. Pacific, Missouri: Mel Bay Publications. ISBN 0-7866-6248-4.
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