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https://github.com/zenorogue/hyperrogue.git
synced 2024-11-27 14:37:16 +00:00
moved draw_boundary and draw_model_elements from graph to hypgraph
This commit is contained in:
Zeno Rogue
parent
5978830e01
commit
071e9a5cac
178
graph.cpp
178
graph.cpp
@ -5504,184 +5504,6 @@ function<void()> wrap_drawfullmap = drawfullmap;
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bool force_sphere_outline = false;
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void circle_around_center(ld radius, color_t linecol, color_t fillcol, PPR prio) {
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if(among(pmodel, mdDisk, mdEquiarea, mdEquidistant, mdFisheye) && !(pmodel == mdDisk && hyperbolic && vid.alpha <= -1)) {
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hyperpoint ret;
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applymodel(xpush0(radius), ret);
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ld r = hypot2(ret);
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queuecircle(vid.xcenter, vid.ycenter, r * vid.radius, linecol, prio, fillcol);
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return;
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}
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for(int i=0; i<360; i++) curvepoint(xspinpush0(i * 2 * M_PI / 360, 10));
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auto& c = queuecurve(linecol, fillcol, prio);
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if(pmodel == mdDisk && hyperbolic && vid.alpha <= -1)
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c.flags |= POLY_FORCE_INVERTED;
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if(pmodel == mdJoukowsky)
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c.flags |= POLY_FORCE_INVERTED;
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}
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void draw_model_elements() {
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if(elliptic || (vid.grid && sphere))
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circle_around_center(M_PI/2, ringcolor, 0, PPR::CIRCLE);
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if(pmodel == mdTwoPoint) {
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ld a = -conformal::model_orientation * M_PI / 180;
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queuechr(xspinpush0(a, +vid.twopoint_param), vid.xres / 100, 'X', ringcolor >> 8);
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queuechr(xspinpush0(a, -vid.twopoint_param), vid.xres / 100, 'X', ringcolor >> 8);
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}
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if(pmodel == mdBall) {
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queuecircle(vid.xcenter, vid.ycenter, vid.radius, ringcolor, PPR::OUTCIRCLE, fillmodel);
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ballgeometry();
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}
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if(pmodel == mdHyperboloid && hyperbolic) {
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#if CAP_QUEUE
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curvepoint(hpxyz(0,0,1));
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curvepoint(hpxyz(0,0,-vid.alpha));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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ld& tz = conformal::top_z;
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ld z = acosh(tz);
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hyperpoint a = xpush0(z);
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ld cb = conformal::cos_ball;
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ld sb = conformal::sin_ball;
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a[1] = sb * a[2] / -cb;
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a[0] = sqrt(-1 + a[2] * a[2] - a[1] * a[1]);
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curvepoint(hpxyz(0,0,-vid.alpha));
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curvepoint(a);
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curvepoint(hpxyz(0,0,0));
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a[0] = -a[0];
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curvepoint(a);
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curvepoint(hpxyz(0,0,-vid.alpha));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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curvepoint(hpxyz(-1,0,0));
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curvepoint(hpxyz(1,0,0));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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a[1] = sb * tz / -cb;
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a[0] = sqrt(tz * tz - a[1] * a[1]);
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a[2] = tz - vid.alpha;
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curvepoint(a);
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curvepoint(hpxyz(0,0,-vid.alpha));
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a[0] = -a[0];
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curvepoint(a);
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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#endif
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}
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}
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void draw_boundary(int w) {
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if(w == 1) return;
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color_t lc = ringcolor;
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color_t fc = fillmodel;
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PPR p = PPR::OUTCIRCLE;
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if(haveaura()) lc = 0;
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if(lc == 0 && fc == 0) return;
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switch(pmodel) {
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case mdSinusoidal: {
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if(stereo::active() || !sphere) return;
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queuereset(vid.usingGL ? mdDisk : mdUnchanged, PPR::CIRCLE);
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for(ld a=-45; a<45+1e-6; a+=pow(.5, vid.linequality)) {
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curvepoint(hpxyz(cos(a * M_PI / 90) * vid.radius, a * vid.radius / 90, 0));
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}
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for(ld a=45; a>=-45-1e-6; a-=pow(.5, vid.linequality)) {
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curvepoint(hpxyz(-cos(a * M_PI / 90) * vid.radius, a * vid.radius / 90, 0));
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}
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queuecurve(lc, fc, p);
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return;
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}
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case mdTwoPoint: {
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if(twopoint_do_flips || stereo::active() || !sphere) return;
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queuereset(vid.usingGL ? mdDisk : mdUnchanged, p);
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for(int b=-1; b<=1; b+=2)
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for(ld a=-90; a<=90+1e-6; a+=pow(.5, vid.linequality)) {
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using namespace hyperpoint_vec;
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ld x = sin(a * vid.twopoint_param * b / 90);
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ld y = 0;
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ld z = -sqrt(1 - x*x);
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conformal::apply_orientation(y, x);
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hyperpoint h1;
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applymodel(hpxyz(x,y,z), h1);
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conformal::apply_orientation(h1[0], h1[1]);
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h1[1] = abs(h1[1]) * b;
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conformal::apply_orientation(h1[1], h1[0]);
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curvepoint(h1);
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}
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queuecurve(lc, fc, p);
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queuereset(pmodel, p);
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return;
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}
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case mdBand: case mdBandEquidistant: case mdBandEquiarea: {
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ld rad = 0;
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if(pmodel == mdBand && hyperbolic) rad = vid.radius;
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if(pmodel == mdBandEquidistant && sphere) rad = vid.radius / 2;
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if(pmodel == mdBandEquiarea && sphere) rad = vid.radius / M_PI;
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if(rad) {
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queuereset(vid.usingGL ? mdDisk : mdUnchanged, PPR::CIRCLE);
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curvepoint(hpxyz(-vid.xcenter, -rad, 0));
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curvepoint(hpxyz(vid.xres-vid.xcenter, -rad, 0));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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curvepoint(hpxyz(-vid.xcenter, rad, 0));
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curvepoint(hpxyz(vid.xres-vid.xcenter, rad, 0));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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queuereset(pmodel, PPR::CIRCLE);
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return;
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}
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}
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default: break;
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}
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/*
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if(!stereo::active() && !euclid && (pmodel == mdDisk || pmodel == mdBall || (sphere && mdAzimuthalEqui()))) {
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double rad = vid.radius;
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bool isbnd = true;
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if(sphere) {
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if(mdAzimuthalEqui())
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;
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else if(!vid.grid && !elliptic && !force_sphere_outline)
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rad = 0;
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else if(vid.alpha <= 0)
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;
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else if(vid.grid || force_sphere_outline) // mark the edge
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rad /= sqrt(vid.alpha*vid.alpha - 1);
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}
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if(rad)
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queuecircle(vid.xcenter, vid.ycenter, rad, lc, p, fc);
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return;
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}
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*/
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if(sphere) return;
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circle_around_center(hyperbolic ? 20 : exp(10), lc, fc, p);
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/*
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if(pmodel == mdPolygonal || pmodel == mdPolynomial)
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polygonal::drawBoundary(darkena(0xFF, 0, 0xFF));
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*/
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}
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void drawfullmap() {
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DEBB(DF_GRAPH, (debugfile,"draw full map\n"));
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2
hyper.h
2
hyper.h
@ -4323,6 +4323,8 @@ bool in_smart_range(const transmatrix& T);
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void curvepoint(const hyperpoint& H1);
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dqi_poly& queuecurve(color_t linecol, color_t fillcol, PPR prio);
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bool haveaura();
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string parser_help();
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}
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177
hypgraph.cpp
177
hypgraph.cpp
@ -1126,4 +1126,181 @@ transmatrix atscreenpos(ld x, ld y, ld size) {
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return V;
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}
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void circle_around_center(ld radius, color_t linecol, color_t fillcol, PPR prio) {
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if(among(pmodel, mdDisk, mdEquiarea, mdEquidistant, mdFisheye) && !(pmodel == mdDisk && hyperbolic && vid.alpha <= -1)) {
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hyperpoint ret;
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applymodel(xpush0(radius), ret);
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ld r = hypot2(ret);
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queuecircle(vid.xcenter, vid.ycenter, r * vid.radius, linecol, prio, fillcol);
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return;
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}
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for(int i=0; i<360; i++) curvepoint(xspinpush0(i * 2 * M_PI / 360, 10));
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auto& c = queuecurve(linecol, fillcol, prio);
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if(pmodel == mdDisk && hyperbolic && vid.alpha <= -1)
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c.flags |= POLY_FORCE_INVERTED;
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if(pmodel == mdJoukowsky)
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c.flags |= POLY_FORCE_INVERTED;
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}
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void draw_model_elements() {
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if(elliptic || (vid.grid && sphere))
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circle_around_center(M_PI/2, ringcolor, 0, PPR::CIRCLE);
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if(pmodel == mdTwoPoint) {
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ld a = -conformal::model_orientation * M_PI / 180;
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queuechr(xspinpush0(a, +vid.twopoint_param), vid.xres / 100, 'X', ringcolor >> 8);
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queuechr(xspinpush0(a, -vid.twopoint_param), vid.xres / 100, 'X', ringcolor >> 8);
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}
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if(pmodel == mdBall) {
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queuecircle(vid.xcenter, vid.ycenter, vid.radius, ringcolor, PPR::OUTCIRCLE, fillmodel);
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ballgeometry();
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}
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if(pmodel == mdHyperboloid && hyperbolic) {
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#if CAP_QUEUE
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curvepoint(hpxyz(0,0,1));
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curvepoint(hpxyz(0,0,-vid.alpha));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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ld& tz = conformal::top_z;
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ld z = acosh(tz);
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hyperpoint a = xpush0(z);
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ld cb = conformal::cos_ball;
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ld sb = conformal::sin_ball;
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a[1] = sb * a[2] / -cb;
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a[0] = sqrt(-1 + a[2] * a[2] - a[1] * a[1]);
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curvepoint(hpxyz(0,0,-vid.alpha));
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curvepoint(a);
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curvepoint(hpxyz(0,0,0));
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a[0] = -a[0];
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curvepoint(a);
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curvepoint(hpxyz(0,0,-vid.alpha));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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curvepoint(hpxyz(-1,0,0));
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curvepoint(hpxyz(1,0,0));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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a[1] = sb * tz / -cb;
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a[0] = sqrt(tz * tz - a[1] * a[1]);
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a[2] = tz - vid.alpha;
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curvepoint(a);
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curvepoint(hpxyz(0,0,-vid.alpha));
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a[0] = -a[0];
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curvepoint(a);
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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#endif
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}
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}
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void draw_boundary(int w) {
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if(w == 1) return;
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color_t lc = ringcolor;
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color_t fc = fillmodel;
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PPR p = PPR::OUTCIRCLE;
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if(haveaura()) lc = 0;
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if(lc == 0 && fc == 0) return;
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switch(pmodel) {
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case mdSinusoidal: {
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if(stereo::active() || !sphere) return;
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queuereset(vid.usingGL ? mdDisk : mdUnchanged, PPR::CIRCLE);
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for(ld a=-45; a<45+1e-6; a+=pow(.5, vid.linequality)) {
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curvepoint(hpxyz(cos(a * M_PI / 90) * vid.radius, a * vid.radius / 90, 0));
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}
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for(ld a=45; a>=-45-1e-6; a-=pow(.5, vid.linequality)) {
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curvepoint(hpxyz(-cos(a * M_PI / 90) * vid.radius, a * vid.radius / 90, 0));
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}
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queuecurve(lc, fc, p);
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return;
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}
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case mdTwoPoint: {
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if(twopoint_do_flips || stereo::active() || !sphere) return;
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queuereset(vid.usingGL ? mdDisk : mdUnchanged, p);
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for(int b=-1; b<=1; b+=2)
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for(ld a=-90; a<=90+1e-6; a+=pow(.5, vid.linequality)) {
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using namespace hyperpoint_vec;
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ld x = sin(a * vid.twopoint_param * b / 90);
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ld y = 0;
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ld z = -sqrt(1 - x*x);
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conformal::apply_orientation(y, x);
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hyperpoint h1;
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applymodel(hpxyz(x,y,z), h1);
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conformal::apply_orientation(h1[0], h1[1]);
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h1[1] = abs(h1[1]) * b;
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conformal::apply_orientation(h1[1], h1[0]);
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curvepoint(h1);
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}
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queuecurve(lc, fc, p);
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queuereset(pmodel, p);
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return;
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}
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case mdBand: case mdBandEquidistant: case mdBandEquiarea: {
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ld rad = 0;
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if(pmodel == mdBand && hyperbolic) rad = vid.radius;
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if(pmodel == mdBandEquidistant && sphere) rad = vid.radius / 2;
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if(pmodel == mdBandEquiarea && sphere) rad = vid.radius / M_PI;
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if(rad) {
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queuereset(vid.usingGL ? mdDisk : mdUnchanged, PPR::CIRCLE);
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curvepoint(hpxyz(-vid.xcenter, -rad, 0));
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curvepoint(hpxyz(vid.xres-vid.xcenter, -rad, 0));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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curvepoint(hpxyz(-vid.xcenter, rad, 0));
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curvepoint(hpxyz(vid.xres-vid.xcenter, rad, 0));
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queuecurve(ringcolor, 0, PPR::CIRCLE);
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queuereset(pmodel, PPR::CIRCLE);
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return;
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}
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}
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default: break;
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}
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/*
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if(!stereo::active() && !euclid && (pmodel == mdDisk || pmodel == mdBall || (sphere && mdAzimuthalEqui()))) {
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double rad = vid.radius;
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bool isbnd = true;
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if(sphere) {
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if(mdAzimuthalEqui())
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;
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else if(!vid.grid && !elliptic && !force_sphere_outline)
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rad = 0;
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else if(vid.alpha <= 0)
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;
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else if(vid.grid || force_sphere_outline) // mark the edge
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rad /= sqrt(vid.alpha*vid.alpha - 1);
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}
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if(rad)
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queuecircle(vid.xcenter, vid.ycenter, rad, lc, p, fc);
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return;
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}
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*/
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if(sphere) return;
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circle_around_center(hyperbolic ? 20 : exp(10), lc, fc, p);
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/*
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if(pmodel == mdPolygonal || pmodel == mdPolynomial)
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polygonal::drawBoundary(darkena(0xFF, 0, 0xFF));
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*/
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}
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}
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