Persian scale

{{Short description|Music scale used in Middle Eastern compositions}}

File:Persian scale on C.png

The Persian scale is a musical scale occasionally found in guitar scale books, along with other scales inspired by Middle Eastern music. It is characterized by the liberal use of half steps (4), augmented seconds (2), and frequent use of chromaticism. Compare this to the one augmented second of the harmonic minor or the use of only two half-steps in all diatonic scales. This is also the Locrian mode with a major third and major seventh degree.

In Hindustani Classical Music, this corresponds to the raga Lalit.

The sequence of steps is as follows:Sternal, Mark John (2005). Guitar Total Scales Techniques and Applications, p.156. {{ISBN|0-9762917-0-3}}.

  • H, +, H, H, W, +, H
  • (W = Whole step - H = Half step - + = augmented second)

Beginning on C:

  • C, D♭, E, F, G♭, A♭, B, C

Modes

This scale contains the following modes: {{Cite web|url=http://www.musiciansunite.com/articles/synthetic-scales---part-xv.html|title = Synthetic Scales – Part XV|archive-url=https://web.archive.org/web/20190226131708/http://www.musiciansunite.com/articles/synthetic-scales---part-xv.html|archive-date=2019-02-26}}

:

class="wikitable"
align="center" | Mode

! align="center" | Name of scale

! colspan="8" align="center" | Degrees

align="center" | 1

| Persian Scale

1{{music|b}}234{{music|b}}5{{music|b}}678
align="center" | 2

| Ionian {{music|#}}2 {{music|#}}6

1{{music|#}}2345{{music|#}}678
align="center" | 3

| Ultraphrygian {{music|bb}}3

1{{music|b}}2{{music|bb}}3{{music|b}}45{{music|b}}6{{music|bb}}78
align="center" | 4

| Todi Thaat

1{{music|b}}2{{music|b}}3{{music|#}}45{{music|b}}678
align="center" | 5

| Lydian {{music|#}}3 {{music|#}}6

12{{music|#}}3{{music|#}}45{{music|#}}678
align="center" | 6

| Mixolydian Augmented {{music|#}}2

1{{music|#}}234{{music|#}}56{{music|b}}78
align="center" | 7

| Chromatic Hypophrygian Inverse

1{{music|b}}2{{music|bb}}34{{music|b}}5{{music|bb}}6{{music|bb}}78

See also

  • It is most closely related to the Phrygian dominant scale as their bottom tetrachords are identical.Stetina, Troy (1999). The Ultimate Scale Book, p.61. {{ISBN|0-7935-9788-9}}. It can also be obtained by flattening the fifth degree of the double harmonic scale.

Sources

Further reading

  • Hewitt, Michael. Musical Scales of the World. The Note Tree. 2013. {{ISBN|978-0957547001}}.