Music Theory Notes 3 Flashcards
Define Static Motion
Definition: Static motion occurs when neither of the musical voices (parts) moves—they both stay on the same note.
Where are static motions found in music, and by which composer?
- Use in Music: Often found in drone-based music (e.g., in early music, like plainchant, or in sections where a pedal point is used).
- Example Composer: Johann Sebastian Bach often used pedal points (a type of static motion) in his fugues and organ works.
Oblique Motion
Definition: One voice remains on the same note (static) while the other moves either up or down.
Where does oblique motion usually be used in music? Provide a composer who used them.
- Use in Music: Common in organum during the Medieval period and later in counterpoint, where it adds contrast and interest.
- Example Composer: Guillaume de Machaut in the Medieval period and Palestrina in Renaissance polyphony.
Contrary Motion
Contrary Motion
* Definition: Both voices move, but in opposite directions—one goes up while the other goes down.
Where is Contrary motion used in music and give a composer who commonly uses them in their works.
- Use in Music: Often found in homophonic textures where chords or melodies are harmonized.
- Example Composer: Ludwig van Beethoven used similar motion in his piano sonatas, especially in chordal passages.
Similar Motion
- Definition: Both voices move in the same direction (up or down), but not necessarily by the same interval.
Similar Motion: Use in music and example composer
- Use in Music: Vital in counterpoint (used to create balance) and frequently found in fugues and inventions.
- Example Composer: J.S. Bach’s inventions and fugues use contrary motion extensively to create a sense of balance and complexity.
Define Parallel Motion
Parallel Motion
* Definition: Both voices move in the same direction and by the same interval.
Parallel Motion: Use in Music and Example Composer.
- Use in Music: Found in parallel harmony, such as parallel fifths or octaves (though avoided in strict counterpoint due to rules about independence).
- Example Composer: Claude Debussy used parallel motion extensively in impressionist music, such as in Clair de Lune and other works.
Define Passing Tones, use in music, and example.
- Definition: A passing tone is a non-chord note that connects two chord tones by step. It creates a smooth transition between two notes.
- Use in Music: Passing tones fill in the gap between two chord tones, often used in melodic lines to make them sound more fluid.
- Example:
In C major:
o Chord: C (C-E-G)
o Melody: C → D → E
The note D is a passing tone because it connects C and E, moving by step.
Define Neighbouring Tones, Use in Music, and Example
Neighboring Tones
* Definition: A neighboring tone (or auxiliary tone) is a non-chord note that moves away from a chord tone by step and then returns to the original chord tone.
* Use in Music: Neighboring tones add decorative movement to a melody while maintaining a sense of stability because they return to the original note.
* Example:
In C major:
o Chord: C (C-E-G)
o Melody: C → D → C
The note D is a neighboring tone because it moves one step up from C and then back to C.
What are the Key differences between a passing tone and neighbouring tone?
(Hint: Think about the direction of movemet and purpose)
Key Difference
1. Direction of Movement:
o Passing Tone: Moves in one direction (up or down) and connects two different chord tones.
o Neighboring Tone: Moves away from a chord tone and then returns to the same chord tone.
2. Purpose:
o Passing Tone: Bridges two notes.
o Neighboring Tone: Embellishes a single note.
What are parllels 5ths?
- Parallel 5ths: When two voices move in the same direction and maintain a perfect fifth interval between them.
For example, if one voice moves from C to D and another from G to A, the interval (C to G and D to A) stays as a perfect fifth.
What are parallel 8ves?
- Parallel 8ves (or Octaves): When two voices move in the same direction and maintain a perfect octave interval between them.
For example, if one voice moves from C to D and another from the higher C to D, the interval (C to C and D to D) stays as a perfect octave.