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/*
* This file is part of gerbolyze, a vector image preprocessing toolchain
* Copyright (C) 2021 Jan Sebastian Götte <gerbolyze@jaseg.de>
*
* This program is free software: you can redistribute it and/or modify
* it under the terms of the GNU Affero General Public License as published by
* the Free Software Foundation, either version 3 of the License, or
* (at your option) any later version.
*
* This program is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU Affero General Public License for more details.
*
* You should have received a copy of the GNU Affero General Public License
* along with this program. If not, see <https://www.gnu.org/licenses/>.
*/
#include <cmath>
#include <algorithm>
#include <string>
#include <iostream>
#include <iomanip>
#include <gerbolyze.hpp>
#include <svg_import_defs.h>
using namespace gerbolyze;
using namespace std;
SimpleGerberOutput::SimpleGerberOutput(ostream &out, bool only_polys, int digits_int, int digits_frac, double scale, d2p offset, bool flip_polarity)
: StreamPolygonSink(out, only_polys),
m_digits_int(digits_int),
m_digits_frac(digits_frac),
m_offset(offset),
m_scale(scale),
m_flip_pol(flip_polarity),
m_current_aperture(0.05),
m_aperture_set(false),
m_macro_aperture(false),
m_aperture_num(10) /* See gerber standard */
{
assert(1 <= digits_int && digits_int <= 9);
assert(0 <= digits_frac && digits_frac <= 9);
m_gerber_scale = round(pow(10, m_digits_frac));
}
void SimpleGerberOutput::header_impl(d2p origin, d2p size) {
m_offset[0] += 0;
m_offset[1] += 2*origin[1] * m_scale; /* FIXME why 2x ? */
m_width = size[0] * m_scale;
m_height = size[1] * m_scale;
if (pow(10, m_digits_int-1) < max(m_width, m_height)) {
cerr << "Warning: Input has bounding box too large for " << m_digits_int << "." << m_digits_frac << " gerber resolution!" << endl;
cerr << " Bounding box in gerber units: " << m_width << " x " << m_height << endl;
}
m_out << "%FSLAX" << m_digits_int << m_digits_frac << "Y" << m_digits_int << m_digits_frac << "*%" << endl;
m_out << "%MOMM*%" << endl;
m_out << "%LPD*%" << endl;
m_out << "G01*" << endl;
m_out << "%ADD10C,0.050000*%" << endl;
m_out << "D10*" << endl;
}
SimpleGerberOutput& SimpleGerberOutput::operator<<(const ApertureToken &ap) {
m_aperture_set = ap.m_has_aperture;
if (!m_macro_aperture && ap.m_size == m_current_aperture) {
return *this;
}
m_macro_aperture = false;
if (m_aperture_set) {
m_current_aperture = ap.m_size;
m_aperture_num += 1;
double size = (ap.m_size > 0.0) ? ap.m_size : 0.05;
m_out << "%ADD" << m_aperture_num << "C," << size << "*%" << endl;
m_out << "D" << m_aperture_num << "*" << endl;
}
return *this;
}
SimpleGerberOutput& SimpleGerberOutput::operator<<(GerberPolarityToken pol) {
assert(pol == GRB_POL_DARK || pol == GRB_POL_CLEAR);
if ((pol == GRB_POL_DARK) != m_flip_pol) {
m_out << "%LPD*%" << endl;
} else {
m_out << "%LPC*%" << endl;
}
return *this;
}
SimpleGerberOutput& SimpleGerberOutput::operator<<(const Polygon &poly) {
if (poly.size() < 3 && !m_aperture_set) {
cerr << "Warning: " << poly.size() << "-element polygon passed to SimpleGerberOutput in region mode" << endl;
return *this;
}
/* NOTE: Clipper and gerber both have different fixed-point scales. We get points in double mm. */
double x = round((poly[0][0] * m_scale + m_offset[0]) * m_gerber_scale);
double y = round((m_height - poly[0][1] * m_scale + m_offset[1]) * m_gerber_scale);
if (!m_aperture_set) {
m_out << "G36*" << endl;
}
m_out << "X" << setw(m_digits_int + m_digits_frac) << setfill('0') << std::internal /* isn't C++ a marvel of engineering? */ << (long long int)x
<< "Y" << setw(m_digits_int + m_digits_frac) << setfill('0') << std::internal << (long long int)y
<< "D02*" << endl;
m_out << "G01*" << endl;
for (size_t i=1; i<poly.size(); i++) {
double x = round((poly[i][0] * m_scale + m_offset[0]) * m_gerber_scale);
double y = round((m_height - poly[i][1] * m_scale + m_offset[1]) * m_gerber_scale);
m_out << "X" << setw(m_digits_int + m_digits_frac) << setfill('0') << std::internal << (long long int)x
<< "Y" << setw(m_digits_int + m_digits_frac) << setfill('0') << std::internal << (long long int)y
<< "D01*" << endl;
}
if (!m_aperture_set) {
m_out << "G37*" << endl;
}
return *this;
}
void SimpleGerberOutput::footer_impl() {
m_out << "M02*" << endl;
}
SimpleGerberOutput &SimpleGerberOutput::operator<<(const FlashToken &tok) {
assert(m_aperture_set);
double x = round((tok.m_offset[0] * m_scale + m_offset[0]) * m_gerber_scale);
double y = round((m_height - tok.m_offset[1] * m_scale + m_offset[1]) * m_gerber_scale);
m_out << "X" << setw(m_digits_int + m_digits_frac) << setfill('0') << std::internal /* isn't C++ a marvel of engineering? */ << (long long int)x
<< "Y" << setw(m_digits_int + m_digits_frac) << setfill('0') << std::internal << (long long int)y
<< "D03*" << endl;
return *this;
}
SimpleGerberOutput &SimpleGerberOutput::operator<<(const PatternToken &tok) {
m_aperture_set = true;
m_macro_aperture = true;
m_aperture_num += 1;
m_out << "%AMmacro" << m_aperture_num << "*" << endl;
for (auto &pair : tok.m_polys) {
int exposure = (pair.second == GRB_POL_DARK) ? 1 : 0;
m_out << 4 << "," << exposure << "," << pair.first.size();
for (auto &pt : pair.first) {
m_out << "," << pt[0] << "," << pt[1];
}
/* We internally represent closed polys as (a - b - c - d), while Gerber aperture macros require the first and
* last vertex to be the same as in (a - b - c - d - a).
*/
m_out << "," << pair.first[0][0] << "," << pair.first[0][1] << "*" << endl;
}
m_out << "%" << endl;
m_out << "%ADD" << m_aperture_num << "macro" << m_aperture_num << "*%" << endl;
m_out << "D" << m_aperture_num << "*" << endl;
return *this;
}
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