C#F#BEADGCF Guitar Tuner
C#F#BEADGCF | D♭G♭BEADGCF 9-String Perfect Fourths - Guitar tuning, chords & scales
The 9-String Perfect Fourths Tuning: An Extended Range Symphony
The '9-String Perfect Fourths' tuning transforms your guitar into a broad-ranging, systematically organized instrument. As its name suggests and the provided description affirms, this unique setup extends a familiar 6-string perfect fourths tuning by adding three significantly lower strings, creating an expansive tonal landscape suitable for adventurous musicians.
Technical Analysis: Intervals and Structure
This 9-string tuning presents the following open notes from the lowest (String 9) to the highest (String 1): C#2, F#2, B1, E2, A2, D3, G3, C4, F4.
The core principle of 'Perfect Fourths' is largely upheld across the instrument. Specifically, the intervals from String 7 (B1) up to String 1 (F4) are consistently perfect fourths (5 semitones): B1 to E2, E2 to A2, A2 to D3, D3 to G3, G3 to C4, and C4 to F4. This consistent structure is highly advantageous for scale patterns, arpeggios, and transposable chord shapes across these seven strings.
Looking at the lowest three strings, the interval between String 9 (C#2) and String 8 (F#2) is also a perfect fourth. However, a notable deviation occurs between String 8 (F#2) and String 7 (B1). This interval is a perfect fifth *down* (7 semitones down) rather than a perfect fourth up. While most of the tuning adheres to perfect fourths, this specific interval creates a distinctive harmonic characteristic in the lowest register, providing a deeper reach for the 7th string while creating a larger leap in the bass section.
Verbal Analysis: Playability and Harmonic Potential
When strummed open, the combination of notes (C#2, F#2, B1, E2, A2, D3, G3, C4, F4) forms a complex, dissonant cluster rather than a conventional major or minor triad. This indicates that the tuning is not designed for simple open chord strumming in the traditional sense.
Instead, the primary strength of this tuning lies in its near-perfect symmetry. For the majority of the strings, once you learn a scale pattern, an arpeggio, or a chord shape (especially power chords and symmetrical jazz voicings), you can effortlessly move it across the fretboard and between strings with predictable results. This makes complex musical ideas more accessible and greatly simplifies the process of learning and memorizing fingerings.
The extended low range, coupled with the systematic layout, makes this tuning exceptionally well-suited for genres that demand wide-ranging voicings, such as progressive metal, djent, jazz fusion, and experimental music. Guitarists can achieve profound bass lines, intricate counter-melodies, and vast harmonic textures all within a single instrument. The unique Perfect 5th interval between String 8 and String 7 can be creatively exploited to introduce unexpected harmonic shifts or to provide a more open, resonant leap in the lowest register, adding a distinct flavor to the tuning's overall sound.
How to Tune Your Guitar to 9-String Perfect Fourths
To achieve the '9-String Perfect Fourths' tuning, please follow these instructions carefully. Remember that large changes in pitch (generally exceeding 4 semitones up or down) might require a different string gauge to ensure optimal tension and to prevent string breakage. In this particular tuning, only minor adjustments are required for the highest strings.
- String 9 (Lowest): Tune to C#2. Keep as is; no change (0 semitones).
- String 8: Tune to F#2. Keep as is; no change (0 semitones).
- String 7: Tune to B1. Keep as is; no change (0 semitones).
- String 6: Tune to E2. Keep as is; no change (0 semitones).
- String 5: Tune to A2. Keep as is; no change (0 semitones).
- String 4: Tune to D3. Keep as is; no change (0 semitones).
- String 3: Tune to G3. Keep as is; no change (0 semitones).
- String 2: Tune to C4. Tune up 1 semitones.
- String 1 (Highest): Tune to F4. Tune up 1 semitones.
String 9: C#2
String 8: F#2
String 7: B1
String 6: E2
String 5: A2
String 4: D3
String 3: G3
String 2: C4
String 1: F4
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Capos for C#F#BEADGCF
Capo | Tuning | Name |
---|---|---|
0 | C#F#BEADGCF | 9-String Perfect Fourths |
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Tuning Map
- Fret
- S9
- S8
- S7
- S6
- S5
- S4
- S3
- S2
- S1
- -13
- C
- F
- A#
- D#
- G#
- C#
- F#
- A#
- D#
- -12
- C#
- F#
- B
- E
- A
- D
- G
- B
- E
- -11
- D
- G
- C
- F
- A#
- D#
- G#
- C
- F
- -10
- D#
- G#
- C#
- F#
- B
- E
- A
- C#
- F#
- -9
- E
- A
- D
- G
- C
- F
- A#
- D
- G
- -8
- F
- A#
- D#
- G#
- C#
- F#
- B
- D#
- G#
- -7
- F#
- B
- E
- A
- D
- G
- C
- E
- A
- -6
- G
- C
- F
- A#
- D#
- G#
- C#
- F
- A#
- -5
- G#
- C#
- F#
- B
- E
- A
- D
- F#
- B
- -4
- A
- D
- G
- C
- F
- A#
- D#
- G
- C
- -3
- A#
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- G#
- C#
- F#
- B
- E
- G#
- C#
- -2
- B
- E
- A
- D
- G
- C
- F
- A
- D
- -1
- C
- F
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