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Re: feathered beam calculations
From: |
Thomas Morley |
Subject: |
Re: feathered beam calculations |
Date: |
Mon, 17 Dec 2018 22:44:22 +0100 |
Am Mo., 17. Dez. 2018 um 22:13 Uhr schrieb Reggie <address@hidden>:
>
> Thomas Morley-2 wrote
> > Am Mo., 17. Dez. 2018 um 14:52 Uhr schrieb Reggie <
> > Scale durations:
> >
> > \relative d {
> > \clef bass
> > \override Beam.grow-direction = #RIGHT
> > \featherDurations #(ly:make-moment 3/4)
> > c16*4/3[ d e]
> > c32*2*4/3[ d e]
> > c64*4*4/3[ d e]
> > c128*8*4/3[ d e] |
> > \revert Beam.grow-direction
> > cis1 |
> > }
> Harm can you show how you got the math I haven't a clue how you would have
> known how to do it. Can you show your math please for us thank you.
{
\time 1/4
b16*4 | % i.e. 1/16 lasts 1/4
b16*4/3 b b | % b16*4 is 1/4, so b16*4/3 is a third of 1/4
%% similar for 1/32,
b32*2 %{is 1/16%} *4 |
b32*2*4/3 b b |
%% etc
}
HTH,
Harm
- Re: feathered beam calculations, Reggie, 2018/12/15
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- Re: feathered beam calculations, Reggie, 2018/12/17
- Re: feathered beam calculations, Reggie, 2018/12/17
- Re: feathered beam calculations, Thomas Morley, 2018/12/17
- Re: feathered beam calculations, Reggie, 2018/12/17
- Re: feathered beam calculations,
Thomas Morley <=
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