////////////////////////////////////////////////////////////////////// // LibFile: debug.scad // Helpers to make debugging OpenScad code easier. // To use, add the following lines to the beginning of your file: // ``` // include // include // ``` ////////////////////////////////////////////////////////////////////// include // Section: Debugging Paths and Polygons // Module: trace_polyline() // Description: // Renders lines between each point of a polyline path. // Can also optionally show the individual vertex points. // Arguments: // pline = The array of points in the polyline. // closed = If true, draw the segment from the last vertex to the first. Default: false // showpts = If true, draw vertices and control points. // N = Mark the first and every Nth vertex after in a different color and shape. // size = Diameter of the lines drawn. // color = Color to draw the lines (but not vertices) in. // Example(FlatSpin): // polyline = [for (a=[0:30:210]) 10*[cos(a), sin(a), sin(a)]]; // trace_polyline(polyline, showpts=true, size=0.5, color="lightgreen"); module trace_polyline(pline, closed=false, showpts=false, N=1, size=1, color="yellow") { assert(is_path(pline),"Input pline is not a path"); sides = segs(size/2); pline = closed? close_path(pline) : pline; if (showpts) { for (i = [0:1:len(pline)-1]) { translate(pline[i]) { if (i%N == 0) { color("blue") sphere(d=size*2.5, $fn=8); } else { color("red") { cylinder(d=size/2, h=size*3, center=true, $fn=8); xrot(90) cylinder(d=size/2, h=size*3, center=true, $fn=8); yrot(90) cylinder(d=size/2, h=size*3, center=true, $fn=8); } } } } } if (N!=3) { color(color) stroke(path3d(pline), width=size, $fn=8); } else { for (i = [0:1:len(pline)-2]) { if (N!=3 || (i%N) != 1) { color(color) extrude_from_to(pline[i], pline[i+1]) circle(d=size, $fn=sides); } } } } // Module: debug_polygon() // Description: A drop-in replacement for `polygon()` that renders and labels the path points. // Arguments: // points = The array of 2D polygon vertices. // paths = The path connections between the vertices. // convexity = The max number of walls a ray can pass through the given polygon paths. // Example(Big2D): // debug_polygon( // points=concat( // regular_ngon(or=10, n=8), // regular_ngon(or=8, n=8) // ), // paths=[ // [for (i=[0:7]) i], // [for (i=[15:-1:8]) i] // ] // ); module debug_polygon(points, paths=undef, convexity=2, size=1) { pths = is_undef(paths)? [for (i=[0:1:len(points)-1]) i] : is_num(paths[0])? [paths] : paths; echo(points=points); echo(paths=paths); linear_extrude(height=0.01, convexity=convexity, center=true) { polygon(points=points, paths=paths, convexity=convexity); } for (i = [0:1:len(points)-1]) { color("red") { up(0.2) { translate(points[i]) { linear_extrude(height=0.1, convexity=10, center=true) { text(text=str(i), size=size, halign="center", valign="center"); } } } } } for (j = [0:1:len(paths)-1]) { path = paths[j]; translate(points[path[0]]) { color("cyan") up(0.1) cylinder(d=size*1.5, h=0.01, center=false, $fn=12); } translate(points[path[len(path)-1]]) { color("pink") up(0.11) cylinder(d=size*1.5, h=0.01, center=false, $fn=4); } for (i = [0:1:len(path)-1]) { midpt = (points[path[i]] + points[path[(i+1)%len(path)]])/2; color("blue") { up(0.2) { translate(midpt) { linear_extrude(height=0.1, convexity=10, center=true) { text(text=str(chr(65+j),i), size=size/2, halign="center", valign="center"); } } } } } } } // Section: Debugging Polyhedrons // Module: debug_vertices() // Description: // Draws all the vertices in an array, at their 3D position, numbered by their // position in the vertex array. Also draws any children of this module with // transparency. // Arguments: // vertices = Array of point vertices. // size = The size of the text used to label the vertices. // disabled = If true, don't draw numbers, and draw children without transparency. Default = false. // Example: // verts = [for (z=[-10,10], y=[-10,10], x=[-10,10]) [x,y,z]]; // faces = [[0,1,2], [1,3,2], [0,4,5], [0,5,1], [1,5,7], [1,7,3], [3,7,6], [3,6,2], [2,6,4], [2,4,0], [4,6,7], [4,7,5]]; // debug_vertices(vertices=verts, size=2) { // polyhedron(points=verts, faces=faces); // } module debug_vertices(vertices, size=1, disabled=false) { if (!disabled) { echo(vertices=vertices); color("blue") { for (i = [0:1:len(vertices)-1]) { v = vertices[i]; translate(v) { up(size/8) zrot($vpr[2]) xrot(90) { linear_extrude(height=size/10, center=true, convexity=10) { text(text=str(i), size=size, halign="center"); } } sphere(size/10); } } } } if ($children > 0) { if (!disabled) { color([0.2, 1.0, 0, 0.5]) children(); } else { children(); } } } // Module: debug_faces() // Description: // Draws all the vertices at their 3D position, numbered in blue by their // position in the vertex array. Each face will have their face number drawn // in red, aligned with the center of face. All children of this module are drawn // with transparency. // Arguments: // vertices = Array of point vertices. // faces = Array of faces by vertex numbers. // size = The size of the text used to label the faces and vertices. // disabled = If true, don't draw numbers, and draw children without transparency. Default = false. // Example(EdgesMed): // verts = [for (z=[-10,10], y=[-10,10], x=[-10,10]) [x,y,z]]; // faces = [[0,1,2], [1,3,2], [0,4,5], [0,5,1], [1,5,7], [1,7,3], [3,7,6], [3,6,2], [2,6,4], [2,4,0], [4,6,7], [4,7,5]]; // debug_faces(vertices=verts, faces=faces, size=2) { // polyhedron(points=verts, faces=faces); // } module debug_faces(vertices, faces, size=1, disabled=false) { if (!disabled) { vlen = len(vertices); color("red") { for (i = [0:1:len(faces)-1]) { face = faces[i]; if (face[0] < 0 || face[1] < 0 || face[2] < 0 || face[0] >= vlen || face[1] >= vlen || face[2] >= vlen) { echo("BAD FACE: ", vlen=vlen, face=face); } else { verts = select(vertices,face); c = mean(verts); v0 = verts[0]; v1 = verts[1]; v2 = verts[2]; dv0 = unit(v1 - v0); dv1 = unit(v2 - v0); nrm0 = cross(dv0, dv1); nrm1 = UP; axis = vector_axis(nrm0, nrm1); ang = vector_angle(nrm0, nrm1); theta = atan2(nrm0[1], nrm0[0]); translate(c) { rotate(a=180-ang, v=axis) { zrot(theta-90) linear_extrude(height=size/10, center=true, convexity=10) { union() { text(text=str(i), size=size, halign="center"); text(text=str("_"), size=size, halign="center"); } } } } } } } } debug_vertices(vertices, size=size, disabled=disabled) { children(); } if (!disabled) { echo(faces=faces); } } // Module: debug_polyhedron() // Description: // A drop-in module to replace `polyhedron()` and help debug vertices and faces. // Draws all the vertices at their 3D position, numbered in blue by their // position in the vertex array. Each face will have their face number drawn // in red, aligned with the center of face. All given faces are drawn with // transparency. All children of this module are drawn with transparency. // Works best with Thrown-Together preview mode, to see reversed faces. // Arguments: // vertices = Array of point vertices. // faces = Array of faces by vertex numbers. // txtsize = The size of the text used to label the faces and vertices. // disabled = If true, act exactly like `polyhedron()`. Default = false. // Example(EdgesMed): // verts = [for (z=[-10,10], a=[0:120:359.9]) [10*cos(a),10*sin(a),z]]; // faces = [[0,1,2], [5,4,3], [0,3,4], [0,4,1], [1,4,5], [1,5,2], [2,5,3], [2,3,0]]; // debug_polyhedron(points=verts, faces=faces, txtsize=1); module debug_polyhedron(points, faces, convexity=10, txtsize=1, disabled=false) { debug_faces(vertices=points, faces=faces, size=txtsize, disabled=disabled) { polyhedron(points=points, faces=faces, convexity=convexity); } } // Function: standard_anchors() // Description: // Return the vectors for all standard anchors. function standard_anchors() = [ for ( zv = [TOP, CENTER, BOTTOM], yv = [FRONT, CENTER, BACK], xv = [LEFT, CENTER, RIGHT] ) xv+yv+zv ]; // Module: anchor_arrow() // Usage: // anchor_arrow([s], [color], [flag]); // Description: // Show an anchor orientation arrow. // Arguments: // s = Length of the arrows. // color = Color of the arrow. // flag = If true, draw the orientation flag on the arrowhead. // Example: // anchor_arrow(s=20); module anchor_arrow(s=10, color=[0.333,0.333,1], flag=true, $tags="anchor-arrow") { $fn=12; recolor("gray") spheroid(d=s/6) { attach(CENTER,BOT) recolor(color) cyl(h=s*2/3, d=s/15) { attach(TOP,BOT) cyl(h=s/3, d1=s/5, d2=0) { if(flag) { position(BOT) recolor([1,0.5,0.5]) cuboid([s/100, s/6, s/4], anchor=FRONT+BOT); } children(); } } } } // Module: show_internal_anchors() // Usage: // show_internal_anchors() ... // Description: // Makes the children transparent gray, while showing any // anchor arrows that may exist. // Example(FlatSpin): // show_internal_anchors() cube(50, center=true) show_anchors(); module show_internal_anchors(opacity=0.2) { show("anchor-arrow") children() show_anchors(); hide("anchor-arrow") recolor(list_pad(point3d($color),4,fill=opacity)) children(); } // Module: show_anchors() // Description: // Show all standard anchors for the parent object. // Arguments: // s = Length of anchor arrows. // std = If true (default), show standard anchors. // custom = If true (default), show custom anchors. // Example(FlatSpin): // cube(50, center=true) show_anchors(); module show_anchors(s=10, std=true, custom=true) { if (std) { for (anchor=standard_anchors()) { attach(anchor) anchor_arrow(s); } } if (custom) { for (anchor=select($parent_geom,-1)) { attach(anchor[0]) { anchor_arrow(s, color="cyan"); recolor("black") noop($tags="anchor-arrow") { xrot(90) { up(s/10) { linear_extrude(height=0.01, convexity=12, center=true) { text(text=anchor[0], size=s/4, halign="center", valign="center"); } } } } } } } children(); } // Module: frame_ref() // Description: // Displays X,Y,Z axis arrows in red, green, and blue respectively. // Arguments: // s = Length of the arrows. // Examples: // frame_ref(25); module frame_ref(s=15) { cube(0.01, center=true) { attach(RIGHT) anchor_arrow(s=s, flag=false, color="red"); attach(BACK) anchor_arrow(s=s, flag=false, color="green"); attach(TOP) anchor_arrow(s=s, flag=false, color="blue"); children(); } } // Module: ruler() // Description: // Creates a ruler for checking dimensions of the model // Arguments: // length = length of the ruler. Default 100 // width = width of the ruler. Default: size of the largest unit division // thickness = thickness of the ruler. Default: 1 // depth = the depth of mark subdivisions. Default: 3 // labels = draw numeric labels for depths where labels are larger than 1. Default: false // pipscale = width scale of the pips relative to the next size up. Default: 1/3 // maxscale = log10 of the maximum width divisions to display. Default: based on input length // colors = colors to use for the ruler, a list of two values. Default: `["black","white"]` // alpha = transparency value. Default: 1.0 // unit = unit to mark. Scales the ruler marks to a different length. Default: 1 // inch = set to true for a ruler scaled to inches (assuming base dimension is mm). Default: false // Examples(2D,Big): // ruler(100,depth=3); // ruler(100,depth=3,labels=true); // ruler(27); // ruler(27,maxscale=0); // ruler(100,pipscale=3/4,depth=2); // ruler(100,width=2,depth=2); // Example(2D,Big): Metric vs Imperial // ruler(12,width=50,inch=true,labels=true,maxscale=0); // fwd(50)ruler(300,width=50,labels=true); module ruler(length=100, width=undef, thickness=1, depth=3, labels=false, pipscale=1/3, maxscale=undef, colors=["black","white"], alpha=1.0, unit=1, inch=false, anchor=LEFT+BACK+TOP, spin=0, orient=UP) { inchfactor = 25.4; assert(depth<=5, "Cannot render scales smaller than depth=5"); assert(len(colors)==2, "colors must contain a list of exactly two colors."); length = inch ? inchfactor * length : length; unit = inch ? inchfactor*unit : unit; maxscale = is_def(maxscale)? maxscale : floor(log(length/unit-EPSILON)); scales = unit * [for(logsize = [maxscale:-1:maxscale-depth+1]) pow(10,logsize)]; widthfactor = (1-pipscale) / (1-pow(pipscale,depth)); width = default(width, scales[0]); widths = width * widthfactor * [for(logsize = [0:-1:-depth+1]) pow(pipscale,-logsize)]; offsets = concat([0],cumsum(widths)); attachable(anchor,spin,orient, size=[length,width,thickness]) { translate([-length/2, -width/2, 0]) for(i=[0:1:len(scales)-1]) { count = ceil(length/scales[i]); fontsize = 0.5*min(widths[i], scales[i]/ceil(log(count*scales[i]/unit))); back(offsets[i]) { xcopies(scales[i], n=count, sp=[0,0,0]) union() { actlen = ($idx0 ? quantup(widths[i],1/1024) : widths[i]; // What is the i>0 test supposed to do here? cube([quantup(actlen,1/1024),quantup(w,1/1024),thickness], anchor=FRONT+LEFT); } mark = i == 0 && $idx % 10 == 0 && $idx != 0 ? 0 : i == 0 && $idx % 10 == 9 && $idx != count-1 ? 1 : $idx % 10 == 4 ? 1 : $idx % 10 == 5 ? 0 : -1; flip = 1-mark*2; if (mark >= 0) { marklength = min(widths[i]/2, scales[i]*2); markwidth = marklength*0.4; translate([mark*scales[i], widths[i], 0]) { color(colors[1-$idx%2], alpha=alpha) { linear_extrude(height=thickness+scales[i]/100, convexity=2, center=true) { polygon(scale([flip*markwidth, marklength],p=[[0,0], [1, -1], [0,-0.9]])); } } } } if (labels && scales[i]/unit+EPSILON >= 1) { color(colors[($idx+1)%2], alpha=alpha) { linear_extrude(height=thickness+scales[i]/100, convexity=2, center=true) { back(scales[i]*.02) { text(text=str( $idx * scales[i] / unit), size=fontsize, halign="left", valign="baseline"); } } } } } } } children(); } } // vim: expandtab tabstop=4 shiftwidth=4 softtabstop=4 nowrap