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OrcaSlicer/xs/src/libnest2d/examples/main.cpp

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#include <iostream>
#include <string>
#include <fstream>
//#define DEBUG_EXPORT_NFP
#include <libnest2d.h>
#include "tests/printer_parts.h"
#include "tools/benchmark.h"
#include "tools/svgtools.hpp"
//#include "tools/libnfpglue.hpp"
using namespace libnest2d;
using ItemGroup = std::vector<std::reference_wrapper<Item>>;
std::vector<Item>& _parts(std::vector<Item>& ret, const TestData& data)
{
if(ret.empty()) {
ret.reserve(data.size());
for(auto& inp : data)
ret.emplace_back(inp);
}
return ret;
}
std::vector<Item>& prusaParts() {
static std::vector<Item> ret;
return _parts(ret, PRINTER_PART_POLYGONS);
}
std::vector<Item>& stegoParts() {
static std::vector<Item> ret;
return _parts(ret, STEGOSAUR_POLYGONS);
}
std::vector<Item>& prusaExParts() {
static std::vector<Item> ret;
if(ret.empty()) {
ret.reserve(PRINTER_PART_POLYGONS_EX.size());
for(auto& p : PRINTER_PART_POLYGONS_EX) {
ret.emplace_back(p.Contour, p.Holes);
}
}
return ret;
}
void arrangeRectangles() {
using namespace libnest2d;
const int SCALE = 1000000;
// const int SCALE = 1;
std::vector<Rectangle> rects = {
{80*SCALE, 80*SCALE},
{60*SCALE, 90*SCALE},
{70*SCALE, 30*SCALE},
{80*SCALE, 60*SCALE},
{60*SCALE, 60*SCALE},
{60*SCALE, 40*SCALE},
{40*SCALE, 40*SCALE},
{10*SCALE, 10*SCALE},
{10*SCALE, 10*SCALE},
{10*SCALE, 10*SCALE},
{10*SCALE, 10*SCALE},
{10*SCALE, 10*SCALE},
{5*SCALE, 5*SCALE},
{5*SCALE, 5*SCALE},
{5*SCALE, 5*SCALE},
{5*SCALE, 5*SCALE},
{5*SCALE, 5*SCALE},
{5*SCALE, 5*SCALE},
{5*SCALE, 5*SCALE},
{20*SCALE, 20*SCALE}
};
// std::vector<Rectangle> rects = {
// {20*SCALE, 10*SCALE},
// {20*SCALE, 10*SCALE},
// {20*SCALE, 20*SCALE},
// };
// std::vector<Item> input {
// {{0, 0}, {0, 20*SCALE}, {10*SCALE, 0}, {0, 0}}
// };
std::vector<Item> crasher =
{
{
{-5000000, 8954050},
{5000000, 8954050},
{5000000, -45949},
{4972609, -568549},
{3500000, -8954050},
{-3500000, -8954050},
{-4972609, -568549},
{-5000000, -45949},
{-5000000, 8954050},
},
{
{-5000000, 8954050},
{5000000, 8954050},
{5000000, -45949},
{4972609, -568549},
{3500000, -8954050},
{-3500000, -8954050},
{-4972609, -568549},
{-5000000, -45949},
{-5000000, 8954050},
},
{
{-5000000, 8954050},
{5000000, 8954050},
{5000000, -45949},
{4972609, -568549},
{3500000, -8954050},
{-3500000, -8954050},
{-4972609, -568549},
{-5000000, -45949},
{-5000000, 8954050},
},
{
{-5000000, 8954050},
{5000000, 8954050},
{5000000, -45949},
{4972609, -568549},
{3500000, -8954050},
{-3500000, -8954050},
{-4972609, -568549},
{-5000000, -45949},
{-5000000, 8954050},
},
{
{-5000000, 8954050},
{5000000, 8954050},
{5000000, -45949},
{4972609, -568549},
{3500000, -8954050},
{-3500000, -8954050},
{-4972609, -568549},
{-5000000, -45949},
{-5000000, 8954050},
},
{
{-5000000, 8954050},
{5000000, 8954050},
{5000000, -45949},
{4972609, -568549},
{3500000, -8954050},
{-3500000, -8954050},
{-4972609, -568549},
{-5000000, -45949},
{-5000000, 8954050},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-9945219, -3065619},
{-9781479, -2031780},
{-9510560, -1020730},
{-9135450, -43529},
{-2099999, 14110899},
{2099999, 14110899},
{9135450, -43529},
{9510560, -1020730},
{9781479, -2031780},
{9945219, -3065619},
{10000000, -4110899},
{9945219, -5156179},
{9781479, -6190020},
{9510560, -7201069},
{9135450, -8178270},
{8660249, -9110899},
{8090169, -9988750},
{7431449, -10802200},
{6691309, -11542300},
{5877850, -12201100},
{5000000, -12771100},
{4067369, -13246399},
{3090169, -13621500},
{2079119, -13892399},
{1045279, -14056099},
{0, -14110899},
{-1045279, -14056099},
{-2079119, -13892399},
{-3090169, -13621500},
{-4067369, -13246399},
{-5000000, -12771100},
{-5877850, -12201100},
{-6691309, -11542300},
{-7431449, -10802200},
{-8090169, -9988750},
{-8660249, -9110899},
{-9135450, -8178270},
{-9510560, -7201069},
{-9781479, -6190020},
{-9945219, -5156179},
{-10000000, -4110899},
{-9945219, -3065619},
},
{
{-18000000, -1000000},
{-15000000, 22000000},
{-11000000, 26000000},
{11000000, 26000000},
{15000000, 22000000},
{18000000, -1000000},
{18000000, -26000000},
{-18000000, -26000000},
{-18000000, -1000000},
},
};
std::vector<Item> proba = {
{
Rectangle(100, 2)
},
{
Rectangle(100, 2)
},
{
Rectangle(100, 2)
},
{
Rectangle(10, 10)
},
};
proba[0].rotate(Pi/3);
proba[1].rotate(Pi-Pi/3);
// std::vector<Item> input(25, Rectangle(70*SCALE, 10*SCALE));
std::vector<Item> input;
input.insert(input.end(), prusaParts().begin(), prusaParts().end());
// input.insert(input.end(), prusaExParts().begin(), prusaExParts().end());
// input.insert(input.end(), stegoParts().begin(), stegoParts().end());
// input.insert(input.end(), rects.begin(), rects.end());
// input.insert(input.end(), proba.begin(), proba.end());
// input.insert(input.end(), crasher.begin(), crasher.end());
Box bin(250*SCALE, 210*SCALE);
// PolygonImpl bin = {
// {
// {25*SCALE, 0},
// {0, 25*SCALE},
// {0, 225*SCALE},
// {25*SCALE, 250*SCALE},
// {225*SCALE, 250*SCALE},
// {250*SCALE, 225*SCALE},
// {250*SCALE, 25*SCALE},
// {225*SCALE, 0},
// {25*SCALE, 0}
// },
// {}
// };
auto min_obj_distance = static_cast<Coord>(0*SCALE);
using Placer = strategies::_NofitPolyPlacer<PolygonImpl, Box>;
using Packer = Arranger<Placer, FirstFitSelection>;
Packer arrange(bin, min_obj_distance);
Packer::PlacementConfig pconf;
pconf.alignment = Placer::Config::Alignment::CENTER;
pconf.starting_point = Placer::Config::Alignment::CENTER;
pconf.rotations = {0.0/*, Pi/2.0, Pi, 3*Pi/2*/};
pconf.accuracy = 0.5f;
// auto bincenter = ShapeLike::boundingBox(bin).center();
// pconf.object_function = [&bin, bincenter](
// Placer::Pile pile, const Item& item,
// double /*area*/, double norm, double penality) {
// using pl = PointLike;
// static const double BIG_ITEM_TRESHOLD = 0.2;
// static const double GRAVITY_RATIO = 0.5;
// static const double DENSITY_RATIO = 1.0 - GRAVITY_RATIO;
// // We will treat big items (compared to the print bed) differently
// NfpPlacer::Pile bigs;
// bigs.reserve(pile.size());
// for(auto& p : pile) {
// auto pbb = ShapeLike::boundingBox(p);
// auto na = std::sqrt(pbb.width()*pbb.height())/norm;
// if(na > BIG_ITEM_TRESHOLD) bigs.emplace_back(p);
// }
// // Candidate item bounding box
// auto ibb = item.boundingBox();
// // Calculate the full bounding box of the pile with the candidate item
// pile.emplace_back(item.transformedShape());
// auto fullbb = ShapeLike::boundingBox(pile);
// pile.pop_back();
// // The bounding box of the big items (they will accumulate in the center
// // of the pile
// auto bigbb = bigs.empty()? fullbb : ShapeLike::boundingBox(bigs);
// // The size indicator of the candidate item. This is not the area,
// // but almost...
// auto itemnormarea = std::sqrt(ibb.width()*ibb.height())/norm;
// // Will hold the resulting score
// double score = 0;
// if(itemnormarea > BIG_ITEM_TRESHOLD) {
// // This branch is for the bigger items..
// // Here we will use the closest point of the item bounding box to
// // the already arranged pile. So not the bb center nor the a choosen
// // corner but whichever is the closest to the center. This will
// // prevent unwanted strange arrangements.
// auto minc = ibb.minCorner(); // bottom left corner
// auto maxc = ibb.maxCorner(); // top right corner
// // top left and bottom right corners
// auto top_left = PointImpl{getX(minc), getY(maxc)};
// auto bottom_right = PointImpl{getX(maxc), getY(minc)};
// auto cc = fullbb.center(); // The gravity center
// // Now the distnce of the gravity center will be calculated to the
// // five anchor points and the smallest will be chosen.
// std::array<double, 5> dists;
// dists[0] = pl::distance(minc, cc);
// dists[1] = pl::distance(maxc, cc);
// dists[2] = pl::distance(ibb.center(), cc);
// dists[3] = pl::distance(top_left, cc);
// dists[4] = pl::distance(bottom_right, cc);
// auto dist = *(std::min_element(dists.begin(), dists.end())) / norm;
// // Density is the pack density: how big is the arranged pile
// auto density = std::sqrt(fullbb.width()*fullbb.height()) / norm;
// // The score is a weighted sum of the distance from pile center
// // and the pile size
// score = GRAVITY_RATIO * dist + DENSITY_RATIO * density;
// } else if(itemnormarea < BIG_ITEM_TRESHOLD && bigs.empty()) {
// // If there are no big items, only small, we should consider the
// // density here as well to not get silly results
// auto bindist = pl::distance(ibb.center(), bincenter) / norm;
// auto density = std::sqrt(fullbb.width()*fullbb.height()) / norm;
// score = GRAVITY_RATIO * bindist + DENSITY_RATIO * density;
// } else {
// // Here there are the small items that should be placed around the
// // already processed bigger items.
// // No need to play around with the anchor points, the center will be
// // just fine for small items
// score = pl::distance(ibb.center(), bigbb.center()) / norm;
// }
// // If it does not fit into the print bed we will beat it
// // with a large penality. If we would not do this, there would be only
// // one big pile that doesn't care whether it fits onto the print bed.
// if(!NfpPlacer::wouldFit(fullbb, bin)) score = 2*penality - score;
// return score;
// };
Packer::SelectionConfig sconf;
// sconf.allow_parallel = false;
// sconf.force_parallel = false;
// sconf.try_triplets = true;
// sconf.try_reverse_order = true;
// sconf.waste_increment = 0.005;
arrange.configure(pconf, sconf);
arrange.progressIndicator([&](unsigned r){
// svg::SVGWriter::Config conf;
// conf.mm_in_coord_units = SCALE;
// svg::SVGWriter svgw(conf);
// svgw.setSize(bin);
// svgw.writePackGroup(arrange.lastResult());
// svgw.save("debout");
std::cout << "Remaining items: " << r << std::endl;
})/*.useMinimumBoundigBoxRotation()*/;
Benchmark bench;
bench.start();
Packer::ResultType result;
try {
result = arrange.arrange(input.begin(), input.end());
} catch(GeometryException& ge) {
std::cerr << "Geometry error: " << ge.what() << std::endl;
return ;
} catch(std::exception& e) {
std::cerr << "Exception: " << e.what() << std::endl;
return ;
}
bench.stop();
std::vector<double> eff;
eff.reserve(result.size());
auto bin_area = ShapeLike::area<PolygonImpl>(bin);
for(auto& r : result) {
double a = 0;
std::for_each(r.begin(), r.end(), [&a] (Item& e ){ a += e.area(); });
eff.emplace_back(a/bin_area);
};
std::cout << bench.getElapsedSec() << " bin count: " << result.size()
<< std::endl;
std::cout << "Bin efficiency: (";
for(double e : eff) std::cout << e*100.0 << "% ";
std::cout << ") Average: "
<< std::accumulate(eff.begin(), eff.end(), 0.0)*100.0/result.size()
<< " %" << std::endl;
std::cout << "Bin usage: (";
size_t total = 0;
for(auto& r : result) { std::cout << r.size() << " "; total += r.size(); }
std::cout << ") Total: " << total << std::endl;
for(auto& it : input) {
auto ret = ShapeLike::isValid(it.transformedShape());
std::cout << ret.second << std::endl;
}
if(total != input.size()) std::cout << "ERROR " << "could not pack "
<< input.size() - total << " elements!"
<< std::endl;
using SVGWriter = svg::SVGWriter<PolygonImpl>;
SVGWriter::Config conf;
conf.mm_in_coord_units = SCALE;
SVGWriter svgw(conf);
svgw.setSize(Box(250*SCALE, 210*SCALE));
svgw.writePackGroup(result);
// std::for_each(input.begin(), input.end(), [&svgw](Item& item){ svgw.writeItem(item);});
svgw.save("out");
}
int main(void /*int argc, char **argv*/) {
arrangeRectangles();
// findDegenerateCase();
return EXIT_SUCCESS;
}
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