Bansuri Tuning

Monday, August 2, 2010

Generally  Bansuri are tuned to kalyan scale, because in india it is played as top 3 holes closed as “Sa”

So if you assume it as “Sa” and Ratio 1:1

Then lower Ni will be 15:8 low than this “Sa”

Lower Dha will be lower 5:3

And lower Pa will be lower 3:2

 

And the tuning will be

3:2(1.5)/5:3(1.67)/15:8(1.88)/1:1(1)/9:8(1.13)/5:4(1.25)/45:32(1.41) (Pa-Dha-Ni-Sa-Re-Ga Tivra Ma)

Now if you play this bansuri with 3 holes closed as Sa than everything is OK.

But if you play this bansuri with all holes closed as Sa then the ratio changes (dividing all by 3:2,From Sa onwards divide by 3:2/2=3:4)

1:1(1)/10:9(1.11)/5:4(1.25)/4:3(1.33)/ 3:2(1.5)/5:3(1.67)/15:8(1.88)—(Sa-Re-Ga-Ma-Pa-Dha-Ni-Sa)

You see Re is Flat here if you play all holes closed as Sa

 

So to conclude tuning depends on how you play if you play 3 holes closed as Sa then tuning is shown above(first one), in short 3 holes closed then tuning kalyan and all holes closed Sa then tuning bilawal

2 comments:

Anonymous said...

Thank you for clarifying this. My knowledge of just intonation is very limited and it is a very helpful when someone brakes it down for me.

I understand what you are saying about playing bansuri that has been tuned to kalyan with bilawal scale. But what about bansuri that has been tuned to bilawal scale and is played with bilawal scale. Wouldn't the ratios then remain the same for all the notes? As in the image below.

http://forums.fluteportal.com/index.php?act=attach&type=post&id=6221

I think western way of thinking about it is stuck in my mind. I am always thinking of standard solfego system and trying to reconstructs the scale using semitone jumps. :)

It looks like the names of the notes change but the overall frequencies stay the same.

Can you please clarify this for me.

Anonymous said...

BTW, when tuning which note/frequency do you use as reference. Lets say I am making I am making a flute in the key of G with C tonic(Sa). Would I just use A 440 as a reference pitch,
and using the ratios get the frequency of C. Then based on that I would get all the rest of the frequencies. Is my thinking correct?

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