FC#A#C# Irish Bouzouki Tuner
FC#A#C# | FD♭B♭D♭ Simulation Swarm Mandolin - Irish Bouzouki tuning, chords & scales
Verbal Analysis: Simulation Swarm Mandolin Tuning
This unique tuning, intriguingly named "Simulation Swarm Mandolin" despite being for an Irish Bouzouki, is clearly purpose-built for tackling the song "Simulation Swarm." The description indicates the song uses specific notes like F, F#, C, C#, A#, and G#, and this tuning strategically places F, C#, A#, and C# on the open strings to facilitate playing those melodic and harmonic elements. The overall sound will be quite distinct, featuring a deep, resonant F on the lowest string, providing a solid foundation, followed by a wide jump to the higher strings. It's not a conventional open chord tuning but rather a bespoke arrangement designed to make specific musical passages more accessible, likely through drone notes and convenient fretboard layouts for the target song. The combination of notes suggests a potentially dark or modal sound, with unique harmonic possibilities due to the non-standard intervals.
Technical Analysis
Open Notes & Intervals
The open tuning notes, from lowest to highest, are F1, C3#, A3#, C4#.
- String 4 (F1) to String 3 (C3#): This is a very wide interval of an octave and a diminished fifth (approximately 17 semitones). This creates a significant separation between the bass and the mid-range of the instrument, allowing the lowest F to function as a powerful drone or independent bass line.
- String 3 (C3#) to String 2 (A3#): This interval is a major sixth (9 semitones).
- String 2 (A3#) to String 1 (C4#): This is a minor third (3 semitones).
Chordal & Melodic Potential
This tuning is highly specialized rather than a general-purpose open chord tuning. The open strings F1, C3#, A3#, C4# do not form a common, easily recognizable major or minor triad. Instead, they present a unique sonic landscape:
- Open Chord Voicing: The full open tuning (F1-C3#-A3#-C4#) creates a complex, somewhat dissonant chord. If we consider C# as a root, A# (enharmonically Bb) is the flattened seventh, and F is the flattened third (relative to C# major, or a perfect fourth below the C#). This could suggest a C#m7(b5) or a fragment of a C# dominant 7th chord with an altered bass, but it's more likely intended for specific melodic or drone purposes related to the song's key.
- Upper Strings Focus: The upper three strings (C3#-A3#-C4#) reveal a C# note, with an A# (Bb) a major sixth above it, and then another C# a minor third above the A#. This configuration has a strong C# tonal center and could easily facilitate partial C# minor or major arpeggios and melodies, particularly when combined with the song's listed notes like F#, G#, and other C#/A# related pitches.
- Melodic & Drone Playability: The wide interval on the lowest string likely encourages a drone style, with the F1 acting as a pedal tone. The tighter intervals on the higher strings (major sixth and minor third) make for ergonomic melodic runs and two- or three-note chord voicings that might be challenging in standard tuning. The open strings directly provide F, C#, and A# from the song's required notes, making these prominent tones readily available.
How to Tune Your Irish Bouzouki
To achieve the "Simulation Swarm Mandolin" tuning, please adjust your strings from their current state as follows:
- String 4 (Lowest String): Tune to F1. This requires you to tune down 1 semitones.
- String 3: Tune to C3#. This requires you to tune up 2 semitones.
- String 2: Tune to A3#. This requires you to tune up 6 semitones. Caution: Tuning up 6 semitones is a significant increase in tension. For optimal playability and to prevent string breakage, a lighter gauge string is strongly advised for this string.
- String 1 (Highest String): Tune to C4#. This requires you to tune up 4 semitones. Caution: Tuning up 4 semitones is a notable increase in tension. For best results and string longevity, consider using a lighter gauge string for this string as well.
String 4: F1
String 3: C3#
String 2: A3#
String 1: C4#
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Comments - have your say on FC#A#C#
Capos for FC#A#C#
| Capo | Tuning | Name |
|---|---|---|
| -14 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -13 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -12 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -11 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -10 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -9 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -8 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -7 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -6 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -5 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -4 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -3 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -2 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| -1 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 0 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 1 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 2 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 3 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 4 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 5 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 6 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 7 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 8 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 9 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 10 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 11 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 12 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 13 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
| 14 | F#F#BE | Slipknot - Scissors (Bass Tuning) [Drop F# Bass?] |
Songs tuned to FC#A#C#
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