Fájl:CIE1931xy sRGB.svg

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Eredeti fájl (SVG fájl, névlegesen 495 × 526 képpont, fájlméret: 7 KB)

Ez a fájl a Wikimedia Commons megosztott tárhelyről származik, és más projektek is használhatják. A fájl ottani leírólapjának másolata alább látható.

Összefoglaló

Leírás
English: Version of CIE1931xy blank.svg with sRGB primaries and white point. Similar to CIExy1931 sRGB.svg, but see the description of CIE1931xy blank.svg for differences. I used open circles instead of bullseyes to show the colors, but maybe the bullseyes looked better.
Forrás A feltöltő saját munkája, a következőn alapul: CIExy1931.png by PAR
Szerző BenRG
SVG kód
InfoField
 Ezen SVG kép forráskódja érvényes.
 Ez vektorgrafikus kép Other tools segítségével készült
  This diagram uses embedded text that can be easily translated using a text editor.

Licenc

Public domain BenRG, a mű szerzője művét közkinccsé nyilvánította. Ez a világ minden részén érvényes.
Egyes országokban ez jogilag nem lehetséges. Ha így van, akkor:
BenRG jogot ad bárkinek, hogy bármilyen célból, feltétel nélkül használhassa ezt a fájlt, kivéve a törvény által kötelezően előírt feltételeket.

Perl code

use strict;
use Svg;
use List::Util qw(min);

my @primaries;
my $whitepoint = '';
my $filename;

if (1) {
	$filename = 'CIE1931xy_blank.svg';
} elsif (0) {
	$filename = 'CIE1931xy_sRGB.svg';
	@primaries = ([0.64,0.33],[0.30,0.60],[0.15,0.06]);
	$whitepoint = [0.3127,0.3290,'D65'];
} elsif (0) {
	$filename = 'CIE1931xy_AdobeRGB.svg';
	@primaries = ([0.64,0.33],[0.21,0.71],[0.15,0.06]);
	$whitepoint = [0.3127,0.3290,'D65'];
} elsif (0) {
	@primaries = ([0.7347,0.2653],[0.2738,0.7174],[0.1666,0.0089]);
	$whitepoint = [1/3, 1/3, 'E'];
	$filename = 'CIE1931xy_CIERGB.svg';
}

# in 5 nm steps from 360 to 830 nm, from http://www-cvrl.ucsd.edu/database/data/cmfs/ciexyz31.txt
my @xcmf = (
	0.0001299,0.0002321,0.0004149,0.0007416,0.001368,
	0.002236,0.004243,0.00765,0.01431,0.02319,
	0.04351,0.07763,0.13438,0.21477,0.2839,
	0.3285,0.34828,0.34806,0.3362,0.3187,
	0.2908,0.2511,0.19536,0.1421,0.09564,
	0.05795001,0.03201,0.0147,0.0049,0.0024,
	0.0093,0.0291,0.06327,0.1096,0.1655,
	0.2257499,0.2904,0.3597,0.4334499,0.5120501,
	0.5945,0.6784,0.7621,0.8425,0.9163,
	0.9786,1.0263,1.0567,1.0622,1.0456,
	1.0026,0.9384,0.8544499,0.7514,0.6424,
	0.5419,0.4479,0.3608,0.2835,0.2187,
	0.1649,0.1212,0.0874,0.0636,0.04677,
	0.0329,0.0227,0.01584,0.01135916,0.008110916,
	0.005790346,0.004109457,0.002899327,0.00204919,0.001439971,
	0.0009999493,0.0006900786,0.0004760213,0.0003323011,0.0002348261,
	0.0001661505,0.000117413,0.00008307527,0.00005870652,0.00004150994,
	0.00002935326,0.00002067383,0.00001455977,0.00001025398,0.000007221456,
	0.000005085868,0.000003581652,0.000002522525,0.000001776509,0.000001251141);
my @ycmf = (
	0.000003917,0.000006965,0.00001239,0.00002202,0.000039,
	0.000064,0.00012,0.000217,0.000396,0.00064,
	0.00121,0.00218,0.004,0.0073,0.0116,
	0.01684,0.023,0.0298,0.038,0.048,
	0.06,0.0739,0.09098,0.1126,0.13902,
	0.1693,0.20802,0.2586,0.323,0.4073,
	0.503,0.6082,0.71,0.7932,0.862,
	0.9148501,0.954,0.9803,0.9949501,1,
	0.995,0.9786,0.952,0.9154,0.87,
	0.8163,0.757,0.6949,0.631,0.5668,
	0.503,0.4412,0.381,0.321,0.265,
	0.217,0.175,0.1382,0.107,0.0816,
	0.061,0.04458,0.032,0.0232,0.017,
	0.01192,0.00821,0.005723,0.004102,0.002929,
	0.002091,0.001484,0.001047,0.00074,0.00052,
	0.0003611,0.0002492,0.0001719,0.00012,0.0000848,
	0.00006,0.0000424,0.00003,0.0000212,0.00001499,
	0.0000106,0.0000074657,0.0000052578,0.0000037029,0.0000026078,
	0.0000018366,0.0000012934,0.00000091093,0.00000064153,0.00000045181);
my @zcmf = (
	0.0006061,0.001086,0.001946,0.003486,0.006450001,
	0.01054999,0.02005001,0.03621,0.06785001,0.1102,
	0.2074,0.3713,0.6456,1.0390501,1.3856,
	1.62296,1.74706,1.7826,1.77211,1.7441,
	1.6692,1.5281,1.28764,1.0419,0.8129501,
	0.6162,0.46518,0.3533,0.272,0.2123,
	0.1582,0.1117,0.07824999,0.05725001,0.04216,
	0.02984,0.0203,0.0134,0.008749999,0.005749999,
	0.0039,0.002749999,0.0021,0.0018,0.001650001,
	0.0014,0.0011,0.001,0.0008,0.0006,
	0.00034,0.00024,0.00019,0.0001,0.00004999999,
	0.00003,0.00002,0.00001,0,0,
	0,0,0,0,0,
	0,0,0,0,0,
	0,0,0,0,0,
	0,0,0,0,0,
	0,0,0,0,0,
	0,0,0,0,0,
	0,0,0,0,0);

my @x = map { $xcmf[$_]/($xcmf[$_]+$ycmf[$_]+$zcmf[$_]) } 0..$#xcmf;
my @y = map { $ycmf[$_]/($xcmf[$_]+$ycmf[$_]+$zcmf[$_]) } 0..$#xcmf;

sub Normalize {
	my @a = @_;
	my $n = 0;
	for my $i (@a) { $n += $i*$i }
	$n = 1/sqrt($n); 
	for my $i (@a) { $i *= $n }
	@a
}
sub Tick {
	my $i = ($_[0] - 360) / 5;
	my ($px,$py) = Normalize($x[$i]-$x[$i-1], $y[$i]-$y[$i-1]);
	my ($qx,$qy) = Normalize($x[$i+1]-$x[$i], $y[$i+1]-$y[$i]);
	my ($tx,$ty) = Normalize($px+$qx, $py+$qy);
	return (X($x[$i]), Y($y[$i]), $ty * -$_[1], $tx * -$_[1]);
}

our $scale = 512;
our ($padleft,$padtop,$padright,$padbot) = (60,15,25,50);
our ($maxx, $maxy) = (0.8,0.9);
our ($origin_x, $origin_y) = ($padleft, $padtop + $maxy * $scale);
our ($imgwidth, $imgheight) = ($origin_x + $maxx * $scale + $padright, $origin_y + $padbot);

sub X { $origin_x + $scale * $_[0] }
sub Y { $origin_y - $scale * $_[0] }

my $svg = new Svg(width => $imgwidth, height => $imgheight);
#$svg->rect(width => $imgwidth, height => $imgheight, fill => 'gray');

# semitransparent grid
my $grid = new Svg::PathString;
for my $xx (1..$maxx*20) {
	my $x = $xx * 0.05;
	my $y = min($maxy, 1-$x);
	$grid->M(halfpixel(X($x)), halfpixel(Y(0)))->l(0, -$scale*$y);
}
for my $yy (1..$maxy*20) {
	my $y = $yy * 0.05;
	my $x = min($maxx, 1-$y);
	$grid->M(halfpixel(X(0)), halfpixel(Y($y)))->l($scale*$x, 0);
}
$grid->M(halfpixel(X(1-$maxy)), halfpixel(Y($maxy)))->L(halfpixel(X($maxx)), halfpixel(Y(1-$maxx)));
$svg->path(opacity => 1/8, stroke => 'black', 'stroke-width' => 1, fill => 'none', d => $grid->get());

$svg->defs->path(id => 'border', d => MakePath(\@x, \@y, $scale, -$scale, $origin_x, $origin_y, 1));
$svg->clipPath(id => 'clipborder')->use('border');

# black stroke on the monochromatic locus (the inner half of the stroke gets overwritten by the image)
$svg->use('border', stroke => 'black', 'stroke-width' => 4, fill => 'none');

# frequency tick marks on the monochromatic locus
my $ticks = '';
for (my $i = 410; $i <= 695; $i += 5) {
	my ($x,$y,$tx,$ty) = Tick($i, $i % 20 ? 6 : 10);
	$ticks .= 'M' . tenth($x) . ',' . tenth($y) . 'l' . tenth($tx) . ',' . tenth($ty);
}
$svg->path(d => $ticks, stroke => 'black', 'stroke-width' => 1);

# color PNG
my $pnggroup = $svg->group('clip-path' => 'url(#clipborder)');
$pnggroup->filter(id => 'blur')->feGaussianBlur(stdDeviation => 0.5);
$pnggroup->image('chromaticity1.png', width => 27, height => 28, filter => 'url(#blur)')->scale(1/32 * $scale)->translate($origin_x - 3/64 * $scale, $origin_y - 27.5/32 * $scale);

# coordinate axes
my $axes = new Svg::PathString;
$axes->M(round(X(0)), round(Y($maxy)))->l(0,round($scale*$maxy))->l(round($scale*$maxx),0);
for my $xx (0..$maxx*20) {
	$axes->M(round(X($xx*0.05)), round(Y(0)))->l(0,4);
}
for my $yy (0..$maxy*20) {
	$axes->M(round(X(0)), round(Y($yy*0.05)))->l(-4,0);
}
$svg->path(stroke => 'black', 'stroke-width' => 2, 'stroke-linecap' => 'square', fill => 'none', d => $axes->get());

my $alltext = $svg->group('font-family' => 'Nimbus Roman No9 L, Times, serif', 'font-size' => 19, stroke => 'none');
my $halfdigit = 6; # half the height of a digit, since Opera doesn't support dominant-baseline

# labels for frequency tick marks
my $freqs = $alltext->group(fill => 'blue');
for (my $i = 460; $i <= 620; $i += 20) {
	my ($x,$y,$tx,$ty) = Tick($i,12);
	my $xanchor = $ty < -2*abs($tx) ? 'middle' : $tx > 0 ? 'start' : 'end';
	my $yshift = $tx < -2*abs($ty) || $ty > 0 ? $halfdigit : 0;
	$freqs->text(x => tenth($x+$tx), y => tenth($y+$ty+$yshift), 'text-anchor' => $xanchor)->add($i);
}

# x,y axis labels
my $coords = $alltext->group(fill => 'black');
my $xcoords = $coords->group('text-anchor' => 'middle');
$xcoords->text(x => X($maxx/2), y => $origin_y + 40, 'font-style' => 'italic')->add('x');
for my $x (0..$maxx*10) {
	$xcoords->text(x => X($x * 0.1), y => $origin_y + 20)->add("0.$x");
}
my $ycoords = $coords->group('text-anchor' => 'end');
$ycoords->text(x => $origin_x - 40, y => Y($maxy/2)+$halfdigit, 'font-style' => 'italic')->add('y');
for my $y (0..$maxy*10) {
	$ycoords->text(x => $origin_x - 8, y => Y($y * 0.1)+$halfdigit)->add("0.$y");
}

# gamut polygon and whitepoint
if (@primaries || $whitepoint) {
	my $primary_polygon = $svg->group(stroke => 'black', 'stroke-width' => 2, fill => 'none');
	my $primary_polygon_circle_radius = 5;
	for my $p (0..$#primaries) {
		my ($a,$b) = @primaries[$p, $p == $#primaries ? 0 : $p+1];
		$primary_polygon->circle(cx => X($$a[0]), cy => Y($$a[1]), r => $primary_polygon_circle_radius);
		my ($dx,$dy) = ($scale * ($$a[0]-$$b[0]), -$scale * ($$a[1]-$$b[1]));
		my $nudge = $primary_polygon_circle_radius / sqrt($dx*$dx + $dy*$dy);
		my ($nudgex,$nudgey) = ($nudge * $dx, $nudge * $dy);
		$primary_polygon->line(x1 => round(X($$a[0])-$nudgex), y1 => round(Y($$a[1])-$nudgey), x2 => round(X($$b[0])+$nudgex), y2 => round(Y($$b[1])+$nudgey));
	}
	if ($whitepoint) {
		$primary_polygon->circle(cx => X($$whitepoint[0]), cy => Y($$whitepoint[1]), r => $primary_polygon_circle_radius);
		if (defined $$whitepoint[2]) {
			$alltext->text(x => X($$whitepoint[0]) + 8, y => Y($$whitepoint[1]) + 16, fill => 'black')->add($$whitepoint[2]);
		}
	}
}

$svg->write($filename);

Képaláírások

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A fájl által ábrázolt elemek

mű tárgya

d1b7a226bd069b2adf87e322e150d382b7a6e043

6 758 byte

526 képpont

495 képpont

Fájltörténet

Kattints egy időpontra, hogy a fájl akkori állapotát láthasd.

Dátum/időBélyegképFelbontásFeltöltőMegjegyzés
aktuális2009. szeptember 25., 02:09Bélyegkép a 2009. szeptember 25., 02:09-kori változatról495 × 526 (7 KB)wikimediacommons>BenRG{{Information |Description=Version of File:CIE1931xy_blank.svg with sRGB primaries and white point. Similar to File:CIExy1931_sRGB.svg, but see the description of File:CIE1931xy_blank.svg for differences. I used open circles instead of bull

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