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- Perl 6 Advent Calendar 2016 -- Call for Authors
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Mon, 07 Sep 2009
How to Plot a Segment of a Circle with SVG
Permanent link
I wanted to generate some pie charts with SVG (for SVG::Plot), and a search on the Internet quickly showed that I need paths for that. But the exact usage remained unclear to me until I read the specs and did some experimenting.
The way to go is:
- Move to (M) the center of the circle
- Line to (l) the starting point of the arc
- Arc to (A) the end point of the arc
- Close the path (z)
The start and end point of the arc can be calculated as
x = center_x + radius * cos(angle) y = center_y + radius * sin(angle)
The parameters to the A
command in the path are rx, ry,
axis-rotation large-arc-flag sweep-flag x y.
For our purposes rx and ry need to be just the radius of the circle, large-arc-flag is 1 if the difference between start angle and end angle is larger than pi (or 180°). sweep-flag is 1 if we assume that the start angle is smaller than the end angle (and thus, since the SVG coordinate system has the positive y axis downwards, plot clockwise). x and y are the coordinates of the end point.
The code I used to generate the SVG above is (in Perl 6, using Carl Mäsak's SVG module):
use v6; BEGIN { @*INC.push: 'src/svg/lib' } use SVG; sub arc($cx = 100, $cy = 100, $r = 50, :$start, :end($phi), :$color = 'red') { my @commands = 'M', $cx, $cy, 'l', $r * cos($start), $r * sin($start), 'A', $r, $r, 0, + ($phi - $start > pi), 1, $cx + $r * cos($phi), $cy + $r * sin($phi), "z"; my $c = join ' ', @commands; return 'g' => [ :stroke<none>, :fill($color), path => [ :d($c) ], ]; } say SVG.serialize( 'svg' => [ :width(200), :height(200), 'xmlns' => 'http://www.w3.org/2000/svg', 'xmlns:svg' => 'http://www.w3.org/2000/svg', 'xmlns:xlink' => 'http://www.w3.org/1999/xlink', arc(:color<blue>, :start(0), :end(pi/3)), arc(:color<red>, :start(pi/3), :end(3 * pi / 2)), arc(:color<yellow>, :start(3 * pi / 2), :end(0)), ]);
The only syntactic feature here worth explaining is that
+ ( $thing > pi )
returns 1 if $thing
is larger
than pi and 0 otherwise. Everything else should be straight
forward.