F#7(b13) chord - F# Dominant Seventh Flat Thirteen Added - guitar chord chart
Welcome to our tutorial on the F# 7(b13) chord. This chord is a fascinating member of the Dominant Chords family, known for its distinctive sound and wide application in various music genres. The notes that make up the F# 7(b13) chord are F#, A#, C#, E, and D, and the intervals that construct this chord are 1, 3, 5, b7, and b13.
Understanding the intervals on the fretboard is key to mastering this chord. The complete names of the music intervals in this chord are: 1 (Root), 3 (Major Third), 5 (Perfect Fifth), b7 (Minor Seventh), and b13 (Minor Sixth). This chord, like all dominant chords, features a major third and a minor seventh, which gives it its characteristic tension and resolution.
If you're new to dominant (7) guitar chords, you might find it helpful to review our full tutorial on this chord type. And if you're interested in learning how to build chords by stacking intervals, check out our guitar music theory tutorial.
Throughout this tutorial, we'll provide chord diagrams and fretboard patterns to help you visualize and practice the tones that compose the F# 7(b13) chord. By the end of this lesson, you'll have a solid understanding of this chord and be able to incorporate it into your playing with ease.
And remember, if you ever come across a chord shape on the fretboard that you're unsure how to name, our interactive chord analyzer tool can help you identify it. Happy playing!
Notes of the F# 7(b13) chord:
How the Dominant Seventh Flat Thirteen Added chord is built:
F#7(b13) Guitar Chord Shapes
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What notes are included in the F# 7(b13) chord?
The F# 7(b13) chord is composed of five specific notes: F# (Root), A# (Major Third), C# (Perfect Fifth), E (Minor Seventh), and D (Minor Sixth).
Why is the F# 7(b13) considered a dominant chord?
The F# 7(b13) is classified as a dominant chord because, like all chords in this family, it features both a major third (A#) and a minor seventh (E). This combination is what gives dominant chords their characteristic tension and leads to resolution.
What do the numbers '1, 3, 5, b7, and b13' signify for the F# 7(b13) chord?
These numbers represent the musical intervals from the root note (F#). Specifically, 1 is the Root, 3 is the Major Third, 5 is the Perfect Fifth, b7 is the Minor Seventh, and b13 is the Minor Sixth. Understanding these intervals helps in constructing and visualizing the chord on the fretboard.
How does the 'b13' interval specifically contribute to the sound of the F# 7(b13) chord?
The 'b13' interval, which is also known as a Minor Sixth, adds a distinctive color and complexity to the F# 7(b13) chord. It's an extension beyond the basic dominant seventh structure, enhancing its unique sound and characteristic tension.
What creates the characteristic tension and resolution of the F# 7(b13) chord?
The tension and resolution characteristic of the F# 7(b13) chord, and dominant chords in general, stems from the specific combination of its major third (A#) and minor seventh (E) intervals. These two intervals inherently create a pull towards resolution in music.