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Encyclopedia > Harmonic minor

A minor scale in musical theory can be viewed as the sixth mode of the major scale. However, see below.

Contents

Constructing and recognising minor scales

Finding key signatures

Like major scales, minors are named after their tonic (first) note. However unlike majors, minor scales do not have their own set of key signatures. Instead it is necessary to use the key signature of a minor's relative major scale. The relative major is found by raising the minor tonic note by 3 semitones (an interval of a minor third); for example the relative major of E minor is G major. We know that the key signature of G major has one sharp (see major scales for how to find this,) therefore E minor also has one sharp in its key signature.


This table illustrates the relative major key signatures for minor scales.

 Key Sig. Major Scale Minor Scale 0# - C major - A minor 1# - G major - E minor 2# - D major - B minor 3# - A major - F# minor 4# - E major - C# minor 5#/7b - B /Cb major - G#/Ab minor 6#/6b - F#/Gb major - D#/Eb minor 7#/5b - C#/Db major - A#/Bb minor 4b - Ab major - F minor 3b - Eb major - C minor 2b - Bb major - G minor 1b - F major - D minor 

Types of minor scales

Descending melodic minor scales

Scales produced from just the key signature of the relative major are sometimes called natural minors, also called the Aeolian mode. The simplest natural minor scale is A natural minor:

 A B C D E F G A' 


This variant is sometimes referred to as the descending melodic minor scale as it is often used in descent from the tonic.


Ascending melodic minor scales

The ascending melodic minor scale is constructed by sharpening the 6th and 7th scale degrees of the minor scale (or, equivalently, flatting the third degree of the major scale). This variation is used primarily for ascending lines, since it has strong motion towards the tonic.


For example, in the key of A minor, the ascending melodic minor scale is:

 A B C D E F# G# A' 


Harmonic minor scales

Harmonic minors are constructed by sharpening the 7th degree of the minor scale.


For example, in the key of A minor, the harmonic minor scale is:

 A B C D E F G# A' 


This scale is used in constructing harmony as it contains the major dominant chord and the minor subdominant chord.


Natural minor scale

A natural minor scale, is a scale without any accidentals in it.


For example, in the key of A minor, the natural minor scale is:

 A B C D E F G A' 


Differences between major and minor

See major and minor.


See also

Reference

  • Gjerdingen, Robert O. (1990). "A Guide to the Terminology of German Harmony", Studies in the Origin of Harmonic Tonality by Dahlhaus, Carl, trans. Gjerdingen (1990).

  Results from FactBites:
 
Minor scale - Wikipedia, the free encyclopedia (1096 words)
Minor modes use the same set of key signatures as major modes; whichever signature corresponds to the step pattern of the natural minor scale is considered the key signature for that minor mode.
The relative major is found by raising the minor tonic note by a tone and a semitone, which is three half-steps in equal temperament, and in any event an interval of a minor third.
The major diatonic scale is simply a transposition of the natural minor scale, and the harmonic major scale is an inverted form of the harmonic minor scale, so all of these workhorse scales of the diatonic system possess such a circle of thirds.
Harmonic major scale - Wikipedia, the free encyclopedia (369 words)
It may be considered as a major scale with the sixth degree flattened, or the harmonic minor scale with the third degree sharpened.
The harmonic major scale may be used in any system of meantone tuning, such as 19 equal temperament or 31 equal temperament, as well as 12 equal temperament.
The harmonic major scale is one of the five proper seven-note scales of equal temperament, and while less often used than the diatonic major, diatonic (or natural) minor, harmonic minor or ascending minor scales, belongs to the same family and can be regarded as a natural member of the diatonic system of scales.
  More results at FactBites »


 

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