Topic: Blues JI

2 scales

File Description Notes Period (ยข) Limit
bluesji 7-limit JI version of Graham Breed's Blues scale 12 1200.0 7
bluesrag ragismic tempered bluesji in 8419et 12 1200.0

Thread (2 messages)

From: genewardsmith (2011-07-12)
Subject: Blues JI

I added the following scale to the Gallery of 12-tone Just Intonation Scales on the xenwiki, so if Graham doesn't like it being called his scale now is the time to object.


! bluesji.scl
!
7-limit JI version of Graham Breed's Blues scale
 12
!
 27/25
 10/9
 5/4
 35/27
 4/3
 35/24
 40/27
 81/50
 5/3
 140/81
 35/18
 2/1

This scale is interesting in part because though it has only 12 notes, it wants to be ragismic tempered, tempering out 4375/4374. Here's a ragismic version:

! bluesrag.scl
!
ragismic tempered bluesji in 8419et
 12
!
 133.41252
 182.30194
 386.26915
 449.12697
 498.01639
 653.09419
 680.31833
 835.39613
 884.28554
 947.14337
 1151.11058
 2/1

It has a major triad on 4, 5 and 10; a minor triad on 1, 2 and 9; a supermajor triad on 4, 10 and 11; and a subminor triad on 2, 7 and 9.
From: bigAndrewM (2011-07-14)
Subject: Re: Blues JI

Looks fun. I'll have to check it out.

Andrew

--- In tuning@...m, "genewardsmith" <genewardsmith@...> wrote:
>
> I added the following scale to the Gallery of 12-tone Just Intonation Scales on the xenwiki, so if Graham doesn't like it being called his scale now is the time to object.
> 
> 
> ! bluesji.scl
> !
> 7-limit JI version of Graham Breed's Blues scale
>  12
> !
>  27/25
>  10/9
>  5/4
>  35/27
>  4/3
>  35/24
>  40/27
>  81/50
>  5/3
>  140/81
>  35/18
>  2/1
> 
> This scale is interesting in part because though it has only 12 notes, it wants to be ragismic tempered, tempering out 4375/4374. Here's a ragismic version:
> 
> ! bluesrag.scl
> !
> ragismic tempered bluesji in 8419et
>  12
> !
>  133.41252
>  182.30194
>  386.26915
>  449.12697
>  498.01639
>  653.09419
>  680.31833
>  835.39613
>  884.28554
>  947.14337
>  1151.11058
>  2/1
> 
> It has a major triad on 4, 5 and 10; a minor triad on 1, 2 and 9; a supermajor triad on 4, 10 and 11; and a subminor triad on 2, 7 and 9.
>