B13(b9) Guitar Chord Chart and Fingering

B 13(b9) guitar chord shapes

Welcome to our in-depth tutorial on the B 13(b9) chord, a complex yet fascinating member of the Dominant Chords family. This chord, composed of the notes B, D#, F#, A, C, E, and G#, is built using a series of specific intervals: 1 (Root), 3 (Major Third), 5 (Perfect Fifth), b7 (Minor Seventh), b9 (Minor Ninth), 11 (Perfect Eleventh), and 13 (Major Thirteenth).

The B 13(b9) chord is a rich, dense chord that offers a unique tonal color, often used in jazz and other advanced music styles. It's not a beginner's chord, but rather one that requires some understanding of the theory of stacking intervals to build chords.

Our tutorial will guide you through the process of playing this chord, using detailed chord diagrams and fretboard patterns that highlight the tones composing the chord. If you're unfamiliar with the concept of intervals and how they relate to the guitar fretboard, you might find our tutorial about fretboard intervals useful.

As part of the Dominant Chords family, the B 13(b9) shares some characteristics with the dominant (7) guitar chords, but with added complexity due to the inclusion of the b9 and 13 intervals. This chord is a testament to the incredible variety and richness that can be achieved in music through the combination of intervals.

So, whether you're a jazz enthusiast or a musician looking to expand your chord vocabulary, our tutorial on the B 13(b9) chord is a great place to deepen your understanding and improve your playing skills. Don't forget to check our tutorial on how to denote chords depending on the intervals that compose it, which will further help you in your guitar journey.

Notes that compose the B 13(b9) chord:

BD#F#ACEG#

Tones in the Dominant Thirteen Flat Nine chord:

1
b2
2
b3
3
4
b5
5
#5
6
b7
7
8
b9
9
#9
11
#11
13

Guitar Patterns for the B Dominant Thirteen Flat Nine chord

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Complete Fretboard Map of B 13(b9) chord tones

Pick some of the tones from the fretboard map below and play this chord in new ways.

0
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
11
5
13
b7
1
b9
3
11
5
b7
1
b9
3
11
5
13
b7
1
b9
3
11
5
13
b7
1
b9
3
11
13
b7
1
b9
3
11
5
13
b7
1
b9
3
11
5
13
b7
1
b9
11
5
13
b7
1
b9
3
11
5