ChartDirector 6.0 (Perl Edition)
Surface Wireframe
Source Code Listing
#!/usr/bin/perl # In the sample code, the ChartDirector for Perl module is assumed to be in "../lib" use File::Basename; use lib (dirname($0)."/../lib") =~ /(.*)/; use perlchartdir; sub createChart { my $chartIndex = shift; # The x and y coordinates of the grid my $dataX = [-2, -1, 0, 1, 2]; my $dataY = [-2, -1, 0, 1, 2]; # The values at the grid points. In this example, we will compute the values using the formula z # = square_root(15 - x * x - y * y). my $dataZ = [(0) x (scalar(@$dataX) * scalar(@$dataY))]; for(my $yIndex = 0; $yIndex < scalar(@$dataY); ++$yIndex) { my $y = $dataY->[$yIndex]; for(my $xIndex = 0; $xIndex < scalar(@$dataX); ++$xIndex) { my $x = $dataX->[$xIndex]; $dataZ->[$yIndex * scalar(@$dataX) + $xIndex] = sqrt(15 - $x * $x - $y * $y); } } # Create a SurfaceChart object of size 380 x 340 pixels, with white (ffffff) background and grey # (888888) border. my $c = new SurfaceChart(380, 340, 0xffffff, 0x888888); # Demonstrate various wireframes with and without interpolation if ($chartIndex == 0) { # Original data without interpolation $c->addTitle("5 x 5 Data Points\nStandard Shading", "arialbd.ttf", 12); $c->setContourColor(0x80ffffff); } elsif ($chartIndex == 1) { # Original data, spline interpolated to 40 x 40 for smoothness $c->addTitle("5 x 5 Points - Spline Fitted to 40 x 40\nStandard Shading", "arialbd.ttf", 12) ; $c->setContourColor(0x80ffffff); $c->setInterpolation(40, 40); } elsif ($chartIndex == 2) { # Rectangular wireframe of original data $c->addTitle("5 x 5 Data Points\nRectangular Wireframe"); $c->setShadingMode($perlchartdir::RectangularFrame); } elsif ($chartIndex == 3) { # Rectangular wireframe of original data spline interpolated to 40 x 40 $c->addTitle("5 x 5 Points - Spline Fitted to 40 x 40\nRectangular Wireframe"); $c->setShadingMode($perlchartdir::RectangularFrame); $c->setInterpolation(40, 40); } elsif ($chartIndex == 4) { # Triangular wireframe of original data $c->addTitle("5 x 5 Data Points\nTriangular Wireframe"); $c->setShadingMode($perlchartdir::TriangularFrame); } else { # Triangular wireframe of original data spline interpolated to 40 x 40 $c->addTitle("5 x 5 Points - Spline Fitted to 40 x 40\nTriangular Wireframe"); $c->setShadingMode($perlchartdir::TriangularFrame); $c->setInterpolation(40, 40); } # Set the center of the plot region at (200, 170), and set width x depth x height to 200 x 200 x # 150 pixels $c->setPlotRegion(200, 170, 200, 200, 150); # Set the plot region wall thichness to 5 pixels $c->setWallThickness(5); # Set the elevation and rotation angles to 20 and 30 degrees $c->setViewAngle(20, 30); # Set the data to use to plot the chart $c->setData($dataX, $dataY, $dataZ); # Output the chart $c->makeChart("surfacewireframe$chartIndex.jpg") } createChart(0); createChart(1); createChart(2); createChart(3); createChart(4); createChart(5); |
#!/usr/bin/perl # In the sample code, the ChartDirector for Perl module is assumed to be in "../lib" use File::Basename; use lib (dirname($0)."/../lib") =~ /(.*)/; use perlchartdir; # Get HTTP query parameters use CGI; my $query = new CGI; # This script can draw different charts depending on the chartIndex $chartIndex = int($query->param("img")); # The x and y coordinates of the grid my $dataX = [-2, -1, 0, 1, 2]; my $dataY = [-2, -1, 0, 1, 2]; # The values at the grid points. In this example, we will compute the values using the formula z = # square_root(15 - x * x - y * y). my $dataZ = [(0) x (scalar(@$dataX) * scalar(@$dataY))]; for(my $yIndex = 0; $yIndex < scalar(@$dataY); ++$yIndex) { my $y = $dataY->[$yIndex]; for(my $xIndex = 0; $xIndex < scalar(@$dataX); ++$xIndex) { my $x = $dataX->[$xIndex]; $dataZ->[$yIndex * scalar(@$dataX) + $xIndex] = sqrt(15 - $x * $x - $y * $y); } } # Create a SurfaceChart object of size 380 x 340 pixels, with white (ffffff) background and grey # (888888) border. my $c = new SurfaceChart(380, 340, 0xffffff, 0x888888); # Demonstrate various wireframes with and without interpolation if ($chartIndex == 0) { # Original data without interpolation $c->addTitle("5 x 5 Data Points\nStandard Shading", "arialbd.ttf", 12); $c->setContourColor(0x80ffffff); } elsif ($chartIndex == 1) { # Original data, spline interpolated to 40 x 40 for smoothness $c->addTitle("5 x 5 Points - Spline Fitted to 40 x 40\nStandard Shading", "arialbd.ttf", 12); $c->setContourColor(0x80ffffff); $c->setInterpolation(40, 40); } elsif ($chartIndex == 2) { # Rectangular wireframe of original data $c->addTitle("5 x 5 Data Points\nRectangular Wireframe"); $c->setShadingMode($perlchartdir::RectangularFrame); } elsif ($chartIndex == 3) { # Rectangular wireframe of original data spline interpolated to 40 x 40 $c->addTitle("5 x 5 Points - Spline Fitted to 40 x 40\nRectangular Wireframe"); $c->setShadingMode($perlchartdir::RectangularFrame); $c->setInterpolation(40, 40); } elsif ($chartIndex == 4) { # Triangular wireframe of original data $c->addTitle("5 x 5 Data Points\nTriangular Wireframe"); $c->setShadingMode($perlchartdir::TriangularFrame); } else { # Triangular wireframe of original data spline interpolated to 40 x 40 $c->addTitle("5 x 5 Points - Spline Fitted to 40 x 40\nTriangular Wireframe"); $c->setShadingMode($perlchartdir::TriangularFrame); $c->setInterpolation(40, 40); } # Set the center of the plot region at (200, 170), and set width x depth x height to 200 x 200 x 150 # pixels $c->setPlotRegion(200, 170, 200, 200, 150); # Set the plot region wall thichness to 5 pixels $c->setWallThickness(5); # Set the elevation and rotation angles to 20 and 30 degrees $c->setViewAngle(20, 30); # Set the data to use to plot the chart $c->setData($dataX, $dataY, $dataZ); # Output the chart binmode(STDOUT); print "Content-type: image/jpeg\n\n"; print $c->makeChart2($perlchartdir::JPG); |