Gallery of just intervals: Difference between revisions

! Frequency Ratio

! Cents Value <br> (six decimal places)

! [[Color notation|Color Name]]

! [[Functional Just System|FJS Name]]

! class="unsortable" | Some common names

In the color names, "co" or "c" stands for compound, {{w|Interval (music) #Compound intervals|a conventional music term}}.

! Frequency Ratio

! Cents Value<br>(three decimal places)

! colspan="2" |[[Color notation|Color Name]]

! FJS Name

! Some common names

| [[15/7]]

| 1319.443

| ry8

| ruyo 8ve

| A8⁵₇

|  

| [[13/6]]

| 1338.573

| 3o9

| tho 9th

| m9¹³

|  

| [[11/5]]

| 1365.004

| 1o9

| ilo 9th

| m9¹¹₅

| neutral ninth

| [[9/4]]

| 1403.910

| w9

| wa 9th

| M9

| major ninth

| 1431.174

| r9

| ru 9th

| M9₇

| septimal major ninth

| 1466.871

| z10

| zo 10th

| m10⁷

| septimal minor tenth

| [[12/5]]

| 1515.641

| g10

| gu 10th

| m10₅

| classic minor tenth

| 1586.314

| y10

| yo 10th

| M10⁵

| classic major tenth

| [[13/5]]

| 1654.214

| thogu 11th

| d11¹³₅

| [[8/3]]

| 1698.045

| w11, cw4

| wa 11th, cowa 4th

| P11

| perfect eleventh

| [[11/4]]

| 1751.318

| 1o11, c1o4

| ilo 11th, colo 4th

| P11¹¹

|  

| [[14/5]]

| 1782.512

| zg12, czg5

| zogu 12th, cozogu 5th

| d12⁷₅

| short hexatone

| [[3/1]]

| 1901.955

| w12, cw5

| wa 12th, cowa 5th

| tritave, 3rd harmonic

| [[16/5]]

| 2013.686

| g13, cg6

| gu 13th, cogu 6th

| m13₅

| just minor thirteenth

| [[13/4]]

| 2040.528

| tho 13th, cotho 6th

| m13¹³

|  

| [[10/3]]

| 2084.359

| y13, cy6

| yo 13th, coyo 6th

| M13⁵

| just major thirteenth

| 2168.826

| cz7

| cozo 7th

| m14⁷

| harmonic fourteenth

| [[11/3]]

| 2249.363

| c1o7

| colo 7th

| m14¹¹

|  

| [[15/4]]

| 2288.269

| cy7

| coyo 7th

| M14⁵

| 2400.000

| cw8, ccw1

| wa double 8ve

| P15

| 4th harmonic, two octaves

| [[13/3]]

| 2538.573

| c3o9, cc3o2

| cotho 9th, cocotho 2nd

| m16¹³

| [[9/2]]

| 2603.910

| cw9, ccw2

| cowa 9th, cocoyo 2nd

| M16

| major sixteenth

| [[14/3]]

| 2666.871

| cz10, ccz3

| cozo 10th, cocozo 3rd

| m17⁷

|  

| [[5/1]]

| 2786.314

| cy10, ccy3

| coyo 10th, cocoyo 3rd

| M17⁵

| pentave, 5th harmonic

| [[16/3]]

| 2898.045

| ccw4

| cocowa 4th

| P18

| [[11/2]]

| 2951.318

| cc1o4

| cocolo 4th

| P18¹¹

|  

| [[6/1]]

| 3101.955

| ccw5

| cocowa 5th

| P19

| 6th harmonic

| [[13/2]]

| 3240.528

| cc3o6

| cocotho 6th

| m20¹³

|  

| [[7/1]]

| 3368.826

| ccz7

| cocozo 7th

| m21⁷

| 7th harmonic

| [[15/2]]

| 3488.269

| ccy7

| cocoyo 7th

| M21⁵

|  

| [[8/1]]

| 3600.000

| c³w1

| wa triple 8ve

| P22

| 8th harmonic, three octaves

| [[9/1]]

| 3803.910

| c³w2

| tricowa 2nd

| M23

| 9th harmonic

| [[10/1]]

| 3986.314

| c³y3

| tricoyo 3rd

| M24⁵

| 10th harmonic

| [[11/1]]

| 4151.318

| c³1o4

| tricolo 4th

| P25¹¹

| 11th harmonic

| [[12/1]]

| 4301.955

| c³w5

| tricowa 5th

| P26

| 12th harmonic

| [[13/1]]

| 4440.528

| c³3o6

| tricotho 6th

| m27¹³

| 13th harmonic

| [[14/1]]

| 4568.826

| c³z7

| tricozo 7th

| m28⁷

| 14th harmonic

| [[15/1]]

| 4688.269

| c³y7

| tricoyo 7th

| M28⁵

| 15th harmonic

| [[16/1]]

| 4800.000

| c⁴w1

| wa quadruple 8ve

| P29

| 16th harmonic, four octaves

| [[49/1]]

| 6737.652

| 49th harmonic

* [[List of superparticular intervals]]

* [http://www.bestii.com/%7Emschulter/IntervalSpectrumRegions.txt Regions of the Interval Spectrum] by [[Margo Schulter]] [https://www.webcitation.org/5xeoz4zmC Permalink]

* [http://www.huygens-fokker.org/docs/intervals.html Manuel Op de Coul interval list]

* [http://www.kylegann.com/Octave.html Anantomy of an Octave] by [[Kyle Gann]]

* [http://www.tallkite.com/AlternativeTunings.html Alternative Tunings: Theory, Notation and Practice] by [[Kite Giedraitis]]

* [https://misotanni.github.io/fjs/en/calc.html FJS interval calculators]

* [http://www.huygens-fokker.org/docs/intervals.html Stichting Huygens-Fokker: List of intervals]