38/23

Interval information

Ratio	38/23
Subgroup monzo	2.19.23 [1 1 -1⟩
Size in cents	869.2387¢
Name	vicesimotertial submajor sixth
Color name	23u19o6, twethuno 6th
FJS name	[math]\displaystyle{ \text{d7}^{19}_{23} }[/math]
Special properties	reduced
Tenney norm (log2 nd)	9.77149
Weil norm (log2 max(n, d))	10.4959
Wilson norm (sopfr(nd))	44
[sound info]
Open this interval in xen-calc

38/23, the vicesimotertial submajor sixth, is a 23-limit interval.

Approximation

Edo approximations for 38/23 (869.24 ¢)
≤ 80edo, relative error ≤ 10%

Edo	Step size	Cents (¢)	Absolute error (¢)	Relative error (%)
7	5\7	857.14	-12.10	-7.06
11	8\11	872.73	+3.49	+3.20
18	13\18	866.67	-2.57	-3.86
22	16\22	872.73	+3.49	+6.40
29	21\29	868.97	-0.27	-0.66
33	24\33	872.73	+3.49	+9.59
36	26\36	866.67	-2.57	-7.72
40	29\40	870.00	+0.76	+2.54
47	34\47	868.09	-1.15	-4.52
51	37\51	870.59	+1.35	+5.74
58	42\58	868.97	-0.27	-1.32
62	45\62	870.97	+1.73	+8.93
65	47\65	867.69	-1.55	-8.38
69	50\69	869.57	+0.33	+1.88
76	55\76	868.42	-0.82	-5.18
80	58\80	870.00	+0.76	+5.08

See also

• 23/19 – its octave complement
• Gallery of just intervals

This page is a stub. You can help the Xenharmonic Wiki by expanding it.