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98_SVG.pm: spline patches from eki (Forum #32430)
git-svn-id: https://svn.fhem.de/fhem/trunk@7657 2b470e98-0d58-463d-a4d8-8e2adae1ed80
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@ -43,6 +43,8 @@ sub SVG_openFile($$$);
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sub SVG_doShowLog($$$$;$$);
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sub SVG_getData($$$$$);
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sub SVG_sel($$$;$$);
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sub SVG_getControlPoints($$$$$$$$$$$);
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sub SVG_calcControlPoints($$$);
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my %SVG_devs; # hash of from/to entries per device
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@ -399,7 +401,7 @@ SVG_PEdit($$$$)
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($v && $v eq "x1y1") ? "left" : "right");
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$o .= SVG_sel("type_${idx}",
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"lines,points,steps,fsteps,histeps,bars,".
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"cubic,cubicSmooth,quadratic,quadraticSmooth",
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"cubic,quadratic",
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$conf{lType}[$idx]);
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my $ls = $conf{lStyle}[$idx];
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if($ls) {
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@ -1794,9 +1796,14 @@ SVG_render($$$$$$$$$;$$)
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} else { # lines and everything else
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my ($ymin, $ymax) = (99999999, -99999999);
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my %lt =(cubic=>"C",cubicSmooth=>"S",quadratic=>"Q",quadraticSmooth=>"T");
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my %lt =(cubic=>"C",quadratic=>"Q");
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my ($x1, $y1);
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my $lt = ($lt{$lType} ? $lt{$lType} : "L"); # defaults to line
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my(@xcp1, @xcp2, @ycp1, @ycp2);
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SVG_getControlPoints(\@xcp1, \@xcp2, \@ycp1, \@ycp2, $dxp, $dyp, $x, $y, $h, $min, $hmul) if ($lt ne "L");
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foreach my $i (0..int(@{$dxp})-1) {
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if( !defined($dxp->[$i]) ) { # specials
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@ -1880,7 +1887,9 @@ SVG_render($$$$$$$$$;$$)
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$ret .= sprintf(" %d,%d", $lx, $ly);
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($ymin, $ymax) = (99999999, -99999999);
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}
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$ret .= sprintf(" %d,%d", $x1, $y1);
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$ret .= sprintf(" %d,%d", $x1, $y1) if ($lt eq "L");
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$ret .= sprintf(" %d,%d,%d,%d,%d,%d", $xcp1[$i-1], $ycp1[$i-1], $xcp2[$i-1], $ycp2[$i-1], $x1, $y1) if ($lt eq "C");
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$ret .= sprintf(" %d,%d,%d,%d", $xcp2[$i-1], $ycp2[$i-1], $x1, $y1) if ($lt eq "Q");
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$lx = $x1; $ly = $y1;
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}
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#-- insert last point for filled line
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@ -1918,6 +1927,76 @@ SVG_render($$$$$$$$$;$$)
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return $SVG_RET;
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}
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######################
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# Derives control points for interpolation of bezier curves for SVG "path"
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sub
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SVG_getControlPoints($$$$$$$$$$$)
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{
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my ($xcp1, $xcp2, $ycp1, $ycp2, $dxp, $dyp, $x, $y, $h, $min, $hmul) = @_;
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my (@xa, @ya);
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foreach my $i (0..int(@{$dxp})-1) {
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if( defined($dxp->[$i]) ) { # non specials
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($xa[$i], $ya[$i]) = (int($x+$dxp->[$i]),
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int($y+$h-($dyp->[$i]-$min)*$hmul));
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} else {
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($xa[$i], $ya[$i]) = ($xa[$i-1], $ya[$i-1]) if ($xa[$i-1] && $ya[$i-1]);
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}
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}
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SVG_calcControlPoints($xcp1, $xcp2, \@xa);
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SVG_calcControlPoints($ycp1, $ycp2, \@ya);
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return(1);
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}
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######################
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# Calculate control points for interpolation of bezier curves for SVG "path"
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sub
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SVG_calcControlPoints($$$)
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{
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my ($p1, $p2, $input) = @_;
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my (@a, @b, @c, @r);
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my $n = @{$input}-1;
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$a[0] = 0;
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$b[0] = 2;
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$c[0] = 1;
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$r[0] = $input->[0] + $input->[1]*2;
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for (my $i=1; $i<$n-1; $i++) {
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$a[$i] = 1;
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$b[$i] = 4;
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$c[$i] = 1;
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$r[$i] = $input->[$i]*4 + $input->[$i+1]*2;
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}
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$a[$n-1] = 2;
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$b[$n-1] = 7;
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$c[$n-1] = 0;
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$r[$n-1] = $input->[$n-1]*8 + $input->[$n];
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for (my $i=1; $i<$n; $i++) {
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my $m = $a[$i]/$b[$i-1];
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$b[$i] = $b[$i] - $m*$c[$i-1];
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$r[$i] = $r[$i] - $m*$r[$i-1];
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}
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$p1->[$n-1] = SVG_doround($r[$n-1]/$b[$n-1], 0.5, 1);
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for (my $i=$n-2; $i>=0; --$i) {
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$p1->[$i] = SVG_doround(($r[$i] - $c[$i]*$p1->[$i+1]) / $b[$i], 0.5, 1);
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}
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for (my $i=0; $i<$n-1; $i++) {
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$p2->[$i] = SVG_doround($input->[$i+1]*2-$p1->[$i+1], 0.5, 1);
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}
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$p2->[$n-1] = SVG_doround(($input->[$n]+$p1->[$n-1])*0.5, 0.5, 1);
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return (1);
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}
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sub
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SVG_fmtTime($$)
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{
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@ -1580,8 +1580,8 @@ The .gnuplot file consists of 3 parts:
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Specify the line type. Following types are recognized: points,
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steps, fsteps, histeps and lines. Everything unknown will be mapped to
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the type lines.
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SVG special: cubic, cubicSmooth, quadratic, quadraticSmooth, are mapped
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to the SVG path types C,S,Q and T respectively.
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SVG special: cubic and quadratic, are mapped to the SVG path types C,
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and Q respectively.
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</li>
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<li>ls <linestyle><br>
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The linestyle defaults to l0 for the first line, l1 for the second, and
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@ -1700,8 +1700,8 @@ Die folgenden lokalen Attribute werden von mehreren Geräte verwendet:
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spezifiziert die Art der Linie. Folgende Linienarten können
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verwendet werden: points, steps, fsteps, histeps and lines. Nicht
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bekannte Linienarten werden als Typ "lines" dargestellt.
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SVG Spezial: cubic, cubicSmooth, quadratic, quadraticSmooth werden zu
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den SVG path Typen C,S,Q und T gewandelt.
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SVG Spezial: cubic und quadratic werden zu den SVG path Typen C und Q
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gewandelt.
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</li>
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<li>ls <linestyle><br>
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