Hi,
here a problem which should be solveable, but the math escapes me,
although all values are known, afaict.
Please look at the attached image, the black polygons are created by
the beam-markup-command (slightly changed to make blot-diameter
settable with an override).
The red lines represent the vertical visible height of the beam.
Below the code for the attached image.
I'm interested in a formula how the length of the red line changes
with different blot-diameters.
Any hint is highly appreciated.
Thanks,
Harm
\version "2.19.82"
#(define-markup-command (beam layout props width slope thickness)
(number? number? number?)
#:properties ((blot #f))
(let* ((y (* slope width))
(yext (cons (min 0 y) (max 0 y)))
(half (/ thickness 2)))
(ly:make-stencil
`(polygon ',(list
0 (/ thickness -2)
width (+ (* width slope) (/ thickness -2))
width (+ (* width slope) (/ thickness 2))
0 (/ thickness 2))
,(or blot (ly:output-def-lookup layout 'blot-diameter))
#t)
(cons 0 width)
(cons (+ (- half) (car yext))
(+ half (cdr yext))))))
\markup {
\overlay {
\override #'(blot . 0) \beam #5 #1 #2
\translate #'(1 . 0) \with-color #red \draw-line #'(0 . 2)
}
\overlay {
\override #'(blot . 2) \beam #5 #1 #2
\translate #'(2.35 . 0) \with-color #red \draw-line #'(0 . 4.7)
}
}
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