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Fixed numerical issue with the new algorithm to connect infill lines

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with perimeters:
1) Increased accuracy of the contour length parametrization from
   float to double, as double should capture the difference of
   32bit coord_t with full accuracy (or at least very close).
2) The algorithm to insert the T-joint points into the infill perimeter
   contour was improved to avoid inserting duplicate points.
This commit is contained in:
Vojtech Bubnik 2021-01-06 12:18:05 +01:00
parent 3c9f3d2b66
commit 93a5906a18
2 changed files with 106 additions and 97 deletions
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201
src/libslic3r/Fill/FillBase.cpp
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@ -96,10 +96,10 @@ coord_t Fill::_adjust_solid_spacing(const coord_t width, const coord_t distance)
assert(width >= 0);
assert(distance > 0);
// floor(width / distance)
coord_t number_of_intervals = (width - EPSILON) / distance;
coord_t distance_new = (number_of_intervals == 0) ?
const auto number_of_intervals = coord_t((width - EPSILON) / distance);
coord_t distance_new = (number_of_intervals == 0) ?
distance :
((width - EPSILON) / number_of_intervals);
coord_t((width - EPSILON) / number_of_intervals);
const coordf_t factor = coordf_t(distance_new) / coordf_t(distance);
assert(factor > 1. - 1e-5);
// How much could the extrusion width be increased? By 20%.
@ -143,7 +143,7 @@ std::pair<float, Point> Fill::_infill_direction(const Surface *surface) const
#ifdef SLIC3R_DEBUG
printf("Filling bridge with angle %f\n", surface->bridge_angle);
#endif /* SLIC3R_DEBUG */
out_angle = surface->bridge_angle;
out_angle = float(surface->bridge_angle);
} else if (this->layer_id != size_t(-1)) {
// alternate fill direction
out_angle += this->_layer_angle(this->layer_id / surface->thickness_layers);
@ -161,15 +161,15 @@ struct ContourIntersectionPoint {
size_t contour_idx;
size_t point_idx;
// Eucleidean parameter of point_idx along its contour.
float param;
double param;
// Other intersection points along the same contour. If there is only a single T-joint on a contour
// with an intersection line, then the prev_on_contour and next_on_contour remain nulls.
ContourIntersectionPoint* prev_on_contour { nullptr };
ContourIntersectionPoint* next_on_contour { nullptr };
// Length of the contour not yet allocated to some extrusion path going back (clockwise), or masked out by some overlapping infill line.
float contour_not_taken_length_prev { std::numeric_limits<float>::max() };
double contour_not_taken_length_prev { std::numeric_limits<double>::max() };
// Length of the contour not yet allocated to some extrusion path going forward (counter-clockwise), or masked out by some overlapping infill line.
float contour_not_taken_length_next { std::numeric_limits<float>::max() };
double contour_not_taken_length_next { std::numeric_limits<double>::max() };
// End point is consumed if an infill line connected to this T-joint was already connected left or right along the contour,
// or if the infill line was processed, but it was not possible to connect it left or right along the contour.
bool consumed { false };
@ -180,13 +180,13 @@ struct ContourIntersectionPoint {
void consume_prev() { this->contour_not_taken_length_prev = 0.; this->prev_trimmed = true; this->consumed = true; }
void consume_next() { this->contour_not_taken_length_next = 0.; this->next_trimmed = true; this->consumed = true; }
void trim_prev(const float new_len) {
void trim_prev(const double new_len) {
if (new_len < this->contour_not_taken_length_prev) {
this->contour_not_taken_length_prev = new_len;
this->prev_trimmed = true;
}
}
void trim_next(const float new_len) {
void trim_next(const double new_len) {
if (new_len < this->contour_not_taken_length_next) {
this->contour_not_taken_length_next = new_len;
this->next_trimmed = true;
@ -207,24 +207,24 @@ struct ContourIntersectionPoint {
};
// Distance from param1 to param2 when going counter-clockwise.
static inline float closed_contour_distance_ccw(float param1, float param2, float contour_length)
static inline double closed_contour_distance_ccw(double param1, double param2, double contour_length)
{
assert(param1 >= 0.f && param1 <= contour_length);
assert(param2 >= 0.f && param2 <= contour_length);
float d = param2 - param1;
if (d < 0.f)
assert(param1 >= 0. && param1 <= contour_length);
assert(param2 >= 0. && param2 <= contour_length);
double d = param2 - param1;
if (d < 0.)
d += contour_length;
return d;
}
// Distance from param1 to param2 when going clockwise.
static inline float closed_contour_distance_cw(float param1, float param2, float contour_length)
static inline double closed_contour_distance_cw(double param1, double param2, double contour_length)
{
return closed_contour_distance_ccw(param2, param1, contour_length);
}
// Length along the contour from cp1 to cp2 going counter-clockwise.
float path_length_along_contour_ccw(const ContourIntersectionPoint *cp1, const ContourIntersectionPoint *cp2, float contour_length)
double path_length_along_contour_ccw(const ContourIntersectionPoint *cp1, const ContourIntersectionPoint *cp2, double contour_length)
{
assert(cp1 != nullptr);
assert(cp2 != nullptr);
@ -234,13 +234,13 @@ float path_length_along_contour_ccw(const ContourIntersectionPoint *cp1, const C
}
// Lengths along the contour from cp1 to cp2 going CCW and going CW.
std::pair<float, float> path_lengths_along_contour(const ContourIntersectionPoint *cp1, const ContourIntersectionPoint *cp2, float contour_length)
std::pair<double, double> path_lengths_along_contour(const ContourIntersectionPoint *cp1, const ContourIntersectionPoint *cp2, double contour_length)
{
// Zero'th param is the length of the contour.
float param_lo = cp1->param;
float param_hi = cp2->param;
assert(param_lo >= 0.f && param_lo <= contour_length);
assert(param_hi >= 0.f && param_hi <= contour_length);
double param_lo = cp1->param;
double param_hi = cp2->param;
assert(param_lo >= 0. && param_lo <= contour_length);
assert(param_hi >= 0. && param_hi <= contour_length);
bool reversed = false;
if (param_lo > param_hi) {
std::swap(param_lo, param_hi);
@ -267,25 +267,25 @@ static inline void take_cw_full(Polyline &pl, const Points& contour, size_t idx_
}
// Add contour points from interval (idx_start, idx_end> to polyline, limited by the Eucleidean length taken.
static inline float take_cw_limited(Polyline &pl, const Points &contour, const std::vector<float> &params, size_t idx_start, size_t idx_end, float length_to_take)
static inline double take_cw_limited(Polyline &pl, const Points &contour, const std::vector<double> &params, size_t idx_start, size_t idx_end, double length_to_take)
{
// If appending to an infill line, then the start point of a perimeter line shall match the end point of an infill line.
assert(pl.empty() || pl.points.back() == contour[idx_start]);
assert(contour.size() + 1 == params.size());
assert(length_to_take > SCALED_EPSILON);
// Length of the contour.
float length = params.back();
double length = params.back();
// Parameter (length from contour.front()) for the first point.
float p0 = params[idx_start];
double p0 = params[idx_start];
// Current (2nd) point of the contour.
size_t i = (idx_start == 0) ? contour.size() - 1 : idx_start - 1;
// Previous point of the contour.
size_t iprev = idx_start;
// Length of the contour curve taken for iprev.
float lprev = 0.f;
double lprev = 0.;
for (;;) {
float l = closed_contour_distance_cw(p0, params[i], length);
double l = closed_contour_distance_cw(p0, params[i], length);
if (l >= length_to_take) {
// Trim the last segment.
double t = double(length_to_take - lprev) / (l - lprev);
@ -323,16 +323,16 @@ static inline void take_ccw_full(Polyline &pl, const Points &contour, size_t idx
// Add contour points from interval (idx_start, idx_end> to polyline, limited by the Eucleidean length taken.
// Returns length of the contour taken.
static inline float take_ccw_limited(Polyline &pl, const Points &contour, const std::vector<float> &params, size_t idx_start, size_t idx_end, float length_to_take)
static inline double take_ccw_limited(Polyline &pl, const Points &contour, const std::vector<double> &params, size_t idx_start, size_t idx_end, double length_to_take)
{
// If appending to an infill line, then the start point of a perimeter line shall match the end point of an infill line.
assert(pl.empty() || pl.points.back() == contour[idx_start]);
assert(contour.size() + 1 == params.size());
assert(length_to_take > SCALED_EPSILON);
// Length of the contour.
float length = params.back();
double length = params.back();
// Parameter (length from contour.front()) for the first point.
float p0 = params[idx_start];
double p0 = params[idx_start];
// Current (2nd) point of the contour.
size_t i = idx_start;
if (++ i == contour.size())
@ -340,9 +340,9 @@ static inline float take_ccw_limited(Polyline &pl, const Points &contour, const
// Previous point of the contour.
size_t iprev = idx_start;
// Length of the contour curve taken at iprev.
float lprev = 0.f;
double lprev = 0;
for (;;) {
float l = closed_contour_distance_ccw(p0, params[i], length);
double l = closed_contour_distance_ccw(p0, params[i], length);
if (l >= length_to_take) {
// Trim the last segment.
double t = double(length_to_take - lprev) / (l - lprev);
@ -411,8 +411,8 @@ static void take(Polyline &pl1, const Polyline &pl2, const Points &contour, Cont
}
static void take_limited(
Polyline &pl1, const Points &contour, const std::vector<float> &params,
ContourIntersectionPoint *cp_start, ContourIntersectionPoint *cp_end, bool clockwise, float take_max_length, float line_half_width)
Polyline &pl1, const Points &contour, const std::vector<double> &params,
ContourIntersectionPoint *cp_start, ContourIntersectionPoint *cp_end, bool clockwise, double take_max_length, double line_half_width)
{
#ifndef NDEBUG
// This is a valid case, where a single infill line connect to two different contours (outer contour + hole or two holes).
@ -445,11 +445,11 @@ static void take_limited(
pl1.points.reserve(pl1.points.size() + pl_tmp.size() + size_t(new_points));
}
float length = params.back();
float length_to_go = take_max_length;
double length = params.back();
double length_to_go = take_max_length;
cp_start->consumed = true;
if (cp_start == cp_end) {
length_to_go = std::max(0.f, std::min(length_to_go, length - line_half_width));
length_to_go = std::max(0., std::min(length_to_go, length - line_half_width));
length_to_go = std::min(length_to_go, clockwise ? cp_start->contour_not_taken_length_prev : cp_start->contour_not_taken_length_next);
cp_start->consume_prev();
cp_start->consume_next();
@ -462,11 +462,11 @@ static void take_limited(
assert(cp_start != cp_end);
for (ContourIntersectionPoint *cp = cp_start; cp != cp_end; cp = cp->prev_on_contour) {
// Length of the segment from cp to cp->prev_on_contour.
float l = closed_contour_distance_cw(cp->param, cp->prev_on_contour->param, length);
double l = closed_contour_distance_cw(cp->param, cp->prev_on_contour->param, length);
length_to_go = std::min(length_to_go, cp->contour_not_taken_length_prev);
//if (cp->prev_on_contour->consumed)
// Don't overlap with an already extruded infill line.
length_to_go = std::max(0.f, std::min(length_to_go, l - line_half_width));
length_to_go = std::max(0., std::min(length_to_go, l - line_half_width));
cp->consume_prev();
if (l >= length_to_go) {
if (length_to_go > SCALED_EPSILON) {
@ -475,7 +475,7 @@ static void take_limited(
}
break;
} else {
cp->prev_on_contour->trim_next(0.f);
cp->prev_on_contour->trim_next(0.);
take_cw_full(pl1, contour, cp->point_idx, cp->prev_on_contour->point_idx);
length_to_go -= l;
}
@ -483,11 +483,11 @@ static void take_limited(
} else {
assert(cp_start != cp_end);
for (ContourIntersectionPoint *cp = cp_start; cp != cp_end; cp = cp->next_on_contour) {
float l = closed_contour_distance_ccw(cp->param, cp->next_on_contour->param, length);
double l = closed_contour_distance_ccw(cp->param, cp->next_on_contour->param, length);
length_to_go = std::min(length_to_go, cp->contour_not_taken_length_next);
//if (cp->next_on_contour->consumed)
// Don't overlap with an already extruded infill line.
length_to_go = std::max(0.f, std::min(length_to_go, l - line_half_width));
length_to_go = std::max(0., std::min(length_to_go, l - line_half_width));
cp->consume_next();
if (l >= length_to_go) {
if (length_to_go > SCALED_EPSILON) {
@ -496,7 +496,7 @@ static void take_limited(
}
break;
} else {
cp->next_on_contour->trim_prev(0.f);
cp->next_on_contour->trim_prev(0.);
take_ccw_full(pl1, contour, cp->point_idx, cp->next_on_contour->point_idx);
length_to_go -= l;
}
@ -678,19 +678,19 @@ static inline bool line_rounded_thick_segment_collision(
return intersects;
}
static inline bool inside_interval(float low, float high, float p)
static inline bool inside_interval(double low, double high, double p)
{
return p >= low && p <= high;
}
static inline bool interval_inside_interval(float outer_low, float outer_high, float inner_low, float inner_high, float epsilon)
static inline bool interval_inside_interval(double outer_low, double outer_high, double inner_low, double inner_high, double epsilon)
{
outer_low -= epsilon;
outer_high += epsilon;
return inside_interval(outer_low, outer_high, inner_low) && inside_interval(outer_low, outer_high, inner_high);
}
static inline bool cyclic_interval_inside_interval(float outer_low, float outer_high, float inner_low, float inner_high, float length)
static inline bool cyclic_interval_inside_interval(double outer_low, double outer_high, double inner_low, double inner_high, double length)
{
if (outer_low > outer_high)
outer_high += length;
@ -700,7 +700,7 @@ static inline bool cyclic_interval_inside_interval(float outer_low, float outer_
inner_low += length;
inner_high += length;
}
return interval_inside_interval(outer_low, outer_high, inner_low, inner_high, float(SCALED_EPSILON));
return interval_inside_interval(outer_low, outer_high, inner_low, inner_high, double(SCALED_EPSILON));
}
// #define INFILL_DEBUG_OUTPUT
@ -710,7 +710,7 @@ static void export_infill_to_svg(
// Boundary contour, along which the perimeter extrusions will be drawn.
const std::vector<Points> &boundary,
// Parametrization of boundary with Euclidian length.
const std::vector<std::vector<float>> &boundary_parameters,
const std::vector<std::vector<double>> &boundary_parameters,
// Intersections (T-joints) of the infill lines with the boundary.
std::vector<std::vector<ContourIntersectionPoint*>> &boundary_intersections,
// Infill lines, either completely inside the boundary, or touching the boundary.
@ -739,7 +739,7 @@ static void export_infill_to_svg(
for (const std::vector<ContourIntersectionPoint*> &intersections : boundary_intersections) {
const size_t boundary_idx = &intersections - boundary_intersections.data();
const Points &contour = boundary[boundary_idx];
const std::vector<float> &contour_param = boundary_parameters[boundary_idx];
const std::vector<double> &contour_param = boundary_parameters[boundary_idx];
for (const ContourIntersectionPoint *ip : intersections) {
assert(ip->next_trimmed == ip->next_on_contour->prev_trimmed);
assert(ip->prev_trimmed == ip->prev_on_contour->next_trimmed);
@ -834,7 +834,7 @@ void mark_boundary_segments_touching_infill(
// Boundary contour, along which the perimeter extrusions will be drawn.
const std::vector<Points> &boundary,
// Parametrization of boundary with Euclidian length.
const std::vector<std::vector<float>> &boundary_parameters,
const std::vector<std::vector<double>> &boundary_parameters,
// Intersections (T-joints) of the infill lines with the boundary.
std::vector<std::vector<ContourIntersectionPoint*>> &boundary_intersections,
// Bounding box around the boundary.
@ -865,12 +865,12 @@ void mark_boundary_segments_touching_infill(
// Make sure that the the grid is big enough for queries against the thick segment.
grid.set_bbox(boundary_bbox.inflated(distance_colliding * 1.43));
// Inflate the bounding box by a thick line width.
grid.create(boundary, std::max(clip_distance, distance_colliding) + scale_(10.));
grid.create(boundary, coord_t(std::max(clip_distance, distance_colliding) + scale_(10.)));
// Visitor for the EdgeGrid to trim boundary_intersections with existing infill lines.
struct Visitor {
Visitor(const EdgeGrid::Grid &grid,
const std::vector<Points> &boundary, const std::vector<std::vector<float>> &boundary_parameters, std::vector<std::vector<ContourIntersectionPoint*>> &boundary_intersections,
const std::vector<Points> &boundary, const std::vector<std::vector<double>> &boundary_parameters, std::vector<std::vector<ContourIntersectionPoint*>> &boundary_intersections,
const double radius) :
grid(grid), boundary(boundary), boundary_parameters(boundary_parameters), boundary_intersections(boundary_intersections), radius(radius), trim_l_threshold(0.5 * radius) {}
@ -907,10 +907,10 @@ void mark_boundary_segments_touching_infill(
// The boundary segment intersects with the infill segment thickened by radius.
// Interval is specified in Euclidian length from seg_pt1 to seg_pt2.
// 1) Find the Euclidian parameters of seg_pt1 and seg_pt2 on its boundary contour.
const std::vector<float> &contour_parameters = boundary_parameters[it_contour_and_segment->first];
const float contour_length = contour_parameters.back();
const float param_seg_pt1 = contour_parameters[it_contour_and_segment->second];
const float param_seg_pt2 = contour_parameters[it_contour_and_segment->second + 1];
const std::vector<double> &contour_parameters = boundary_parameters[it_contour_and_segment->first];
const double contour_length = contour_parameters.back();
const double param_seg_pt1 = contour_parameters[it_contour_and_segment->second];
const double param_seg_pt2 = contour_parameters[it_contour_and_segment->second + 1];
#ifdef INFILL_DEBUG_OUTPUT
this->perimeter_overlaps.push_back({ Point((seg_pt1 + (seg_pt2 - seg_pt1).normalized() * interval.first).cast<coord_t>()),
Point((seg_pt1 + (seg_pt2 - seg_pt1).normalized() * interval.second).cast<coord_t>()) });
@ -918,8 +918,8 @@ void mark_boundary_segments_touching_infill(
assert(interval.first >= 0.);
assert(interval.second >= 0.);
assert(interval.first <= interval.second);
const auto param_overlap1 = std::min(param_seg_pt2, float(param_seg_pt1 + interval.first));
const auto param_overlap2 = std::min(param_seg_pt2, float(param_seg_pt1 + interval.second));
const auto param_overlap1 = std::min(param_seg_pt2, param_seg_pt1 + interval.first);
const auto param_overlap2 = std::min(param_seg_pt2, param_seg_pt1 + interval.second);
// 2) Find the ContourIntersectionPoints before param_overlap1 and after param_overlap2.
// Find the span of ContourIntersectionPoints, that is trimmed by the interval (param_overlap1, param_overlap2).
ContourIntersectionPoint *ip_low, *ip_high;
@ -946,7 +946,7 @@ void mark_boundary_segments_touching_infill(
ip->consume_next();
}
// Subtract the interval from the first and last segments.
float trim_l = closed_contour_distance_ccw(ip_low->param, param_overlap1, contour_length);
double trim_l = closed_contour_distance_ccw(ip_low->param, param_overlap1, contour_length);
//if (trim_l > trim_l_threshold)
ip_low->trim_next(trim_l);
trim_l = closed_contour_distance_ccw(param_overlap2, ip_high->param, contour_length);
@ -978,12 +978,12 @@ void mark_boundary_segments_touching_infill(
const EdgeGrid::Grid &grid;
const std::vector<Points> &boundary;
const std::vector<std::vector<float>> &boundary_parameters;
const std::vector<std::vector<double>> &boundary_parameters;
std::vector<std::vector<ContourIntersectionPoint*>> &boundary_intersections;
// Maximum distance between the boundary and the infill line allowed to consider the boundary not touching the infill line.
const double radius;
// Region around the contour / infill line intersection point, where the intersections are ignored.
const float trim_l_threshold;
const double trim_l_threshold;
const Vec2d *infill_pt1;
const Vec2d *infill_pt2;
@ -1100,11 +1100,11 @@ void Fill::connect_infill(Polylines &&infill_ordered, const Polygons &boundary_s
void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Polygon*> &boundary_src, const BoundingBox &bbox, Polylines &polylines_out, const double spacing, const FillParams &params)
{
assert(! infill_ordered.empty());
assert(params.anchor_length >= 0.f);
assert(params.anchor_length >= 0.);
assert(params.anchor_length_max >= 0.01f);
assert(params.anchor_length_max >= params.anchor_length);
const auto anchor_length = float(scale_(params.anchor_length));
const auto anchor_length_max = float(scale_(params.anchor_length_max));
const double anchor_length = scale_(params.anchor_length);
const double anchor_length_max = scale_(params.anchor_length_max);
#if 0
append(polylines_out, infill_ordered);
@ -1113,9 +1113,9 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
// 1) Add the end points of infill_ordered to boundary_src.
std::vector<Points> boundary;
std::vector<std::vector<float>> boundary_params;
std::vector<std::vector<double>> boundary_params;
boundary.assign(boundary_src.size(), Points());
boundary_params.assign(boundary_src.size(), std::vector<float>());
boundary_params.assign(boundary_src.size(), std::vector<double>());
// Mapping the infill_ordered end point to a (contour, point) of boundary.
static constexpr auto boundary_idx_unconnected = std::numeric_limits<size_t>::max();
std::vector<ContourIntersectionPoint> map_infill_end_point_to_boundary(infill_ordered.size() * 2, ContourIntersectionPoint{ boundary_idx_unconnected, boundary_idx_unconnected });
@ -1125,11 +1125,11 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
{
EdgeGrid::Grid grid;
grid.set_bbox(bbox.inflated(SCALED_EPSILON));
grid.create(boundary_src, scale_(10.));
grid.create(boundary_src, coord_t(scale_(10.)));
intersection_points.reserve(infill_ordered.size() * 2);
for (const Polyline &pl : infill_ordered)
for (const Point *pt : { &pl.points.front(), &pl.points.back() }) {
EdgeGrid::Grid::ClosestPointResult cp = grid.closest_point(*pt, SCALED_EPSILON);
EdgeGrid::Grid::ClosestPointResult cp = grid.closest_point(*pt, coord_t(SCALED_EPSILON));
if (cp.valid()) {
// The infill end point shall lie on the contour.
assert(cp.distance <= 3.);
@ -1163,21 +1163,29 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
contour_intersection_points.reserve(n_intersection_points);
}
for (size_t idx_point = 0; idx_point < contour_src.points.size(); ++ idx_point) {
contour_dst.emplace_back(contour_src.points[idx_point]);
const Point &ipt = contour_src.points[idx_point];
if (contour_dst.empty() || contour_dst.back() != ipt)
contour_dst.emplace_back(ipt);
for (; it != it_end && it->first.contour_idx == idx_contour && it->first.start_point_idx == idx_point; ++ it) {
// Add these points to the destination contour.
const Polyline &infill_line = infill_ordered[it->second / 2];
const Point &pt = (it->second & 1) ? infill_line.points.back() : infill_line.points.front();
#ifndef NDEBUG
{
const Vec2d pt1 = contour_src[idx_point].cast<double>();
const Vec2d pt1 = ipt.cast<double>();
const Vec2d pt2 = (idx_point + 1 == contour_src.size() ? contour_src.points.front() : contour_src.points[idx_point + 1]).cast<double>();
const Vec2d ptx = lerp(pt1, pt2, it->first.t);
assert(std::abs(pt.x() - pt.x()) < SCALED_EPSILON);
assert(std::abs(pt.y() - pt.y()) < SCALED_EPSILON);
}
#endif // NDEBUG
map_infill_end_point_to_boundary[it->second] = ContourIntersectionPoint{ idx_contour, contour_dst.size() };
size_t idx_tjoint_pt = 0;
if (idx_point + 1 < contour_src.size() || pt != contour_dst.front()) {
if (pt != contour_dst.back())
contour_dst.emplace_back(pt);
idx_tjoint_pt = contour_dst.size() - 1;
}
map_infill_end_point_to_boundary[it->second] = ContourIntersectionPoint{ idx_contour, idx_tjoint_pt };
ContourIntersectionPoint *pthis = &map_infill_end_point_to_boundary[it->second];
if (pprev) {
pprev->next_on_contour = pthis;
@ -1186,8 +1194,6 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
pfirst = pthis;
contour_intersection_points.emplace_back(pthis);
pprev = pthis;
//add new point here
contour_dst.emplace_back(pt);
}
if (pfirst) {
pprev->next_on_contour = pfirst;
@ -1195,16 +1201,19 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
}
}
// Parametrize the new boundary with the intersection points inserted.
std::vector<float> &contour_params = boundary_params[idx_contour];
contour_params.assign(contour_dst.size() + 1, 0.f);
for (size_t i = 1; i < contour_dst.size(); ++ i)
contour_params[i] = contour_params[i - 1] + (contour_dst[i].cast<float>() - contour_dst[i - 1].cast<float>()).norm();
contour_params.back() = contour_params[contour_params.size() - 2] + (contour_dst.back().cast<float>() - contour_dst.front().cast<float>()).norm();
std::vector<double> &contour_params = boundary_params[idx_contour];
contour_params.assign(contour_dst.size() + 1, 0.);
for (size_t i = 1; i < contour_dst.size(); ++i) {
contour_params[i] = contour_params[i - 1] + (contour_dst[i].cast<double>() - contour_dst[i - 1].cast<double>()).norm();
assert(contour_params[i] > contour_params[i - 1]);
}
contour_params.back() = contour_params[contour_params.size() - 2] + (contour_dst.back().cast<double>() - contour_dst.front().cast<double>()).norm();
assert(contour_params.back() > contour_params[contour_params.size() - 2]);
// Map parameters from contour_params to boundary_intersection_points.
for (ContourIntersectionPoint *ip : contour_intersection_points)
ip->param = contour_params[ip->point_idx];
// and measure distance to the previous and next intersection point.
const float contour_length = contour_params.back();
const double contour_length = contour_params.back();
for (ContourIntersectionPoint *ip : contour_intersection_points)
if (ip->next_on_contour == ip) {
assert(ip->prev_on_contour == ip);
@ -1238,9 +1247,9 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
}
// Connection from end of one infill line to the start of another infill line.
//const float length_max = scale_(spacing);
// const auto length_max = float(scale_((2. / params.density) * spacing));
const auto length_max = float(scale_((1000. / params.density) * spacing));
//const double length_max = scale_(spacing);
// const auto length_max = double(scale_((2. / params.density) * spacing));
const auto length_max = double(scale_((1000. / params.density) * spacing));
std::vector<size_t> merged_with(infill_ordered.size());
std::iota(merged_with.begin(), merged_with.end(), 0);
struct ConnectionCost {
@ -1258,7 +1267,7 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
const ContourIntersectionPoint *cp2 = &map_infill_end_point_to_boundary[idx_chain * 2];
if (cp1->contour_idx != boundary_idx_unconnected && cp1->contour_idx == cp2->contour_idx) {
// End points on the same contour. Try to connect them.
std::pair<float, float> len = path_lengths_along_contour(cp1, cp2, boundary_params[cp1->contour_idx].back());
std::pair<double, double> len = path_lengths_along_contour(cp1, cp2, boundary_params[cp1->contour_idx].back());
if (len.first < length_max)
connections_sorted.emplace_back(idx_chain - 1, len.first, false);
if (len.second < length_max)
@ -1281,7 +1290,7 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
return std::numeric_limits<size_t>::max();
};
const float line_half_width = 0.5f * scale_(spacing);
const double line_half_width = 0.5 * scale_(spacing);
#if 0
for (ConnectionCost &connection_cost : connections_sorted) {
@ -1291,7 +1300,7 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
assert(cp1->contour_idx == cp2->contour_idx && cp1->contour_idx != boundary_idx_unconnected);
if (cp1->consumed || cp2->consumed)
continue;
const float length = connection_cost.cost;
const double length = connection_cost.cost;
bool could_connect;
{
// cp1, cp2 sorted CCW.
@ -1334,7 +1343,7 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
struct Arc {
ContourIntersectionPoint *intersection;
float arc_length;
double arc_length;
};
std::vector<Arc> arches;
arches.reserve(map_infill_end_point_to_boundary.size());
@ -1352,7 +1361,7 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
size_t polyline_idx1 = get_and_update_merged_with(((cp1 - map_infill_end_point_to_boundary.data()) / 2));
size_t polyline_idx2 = get_and_update_merged_with(((cp2 - map_infill_end_point_to_boundary.data()) / 2));
const Points &contour = boundary[cp1->contour_idx];
const std::vector<float> &contour_params = boundary_params[cp1->contour_idx];
const std::vector<double> &contour_params = boundary_params[cp1->contour_idx];
if (polyline_idx1 != polyline_idx2) {
Polyline &polyline1 = infill_ordered[polyline_idx1];
Polyline &polyline2 = infill_ordered[polyline_idx2];
@ -1385,23 +1394,23 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
// Connect the remaining open infill lines to the perimeter lines if possible.
for (ContourIntersectionPoint &contour_point : map_infill_end_point_to_boundary)
if (! contour_point.consumed && contour_point.contour_idx != boundary_idx_unconnected) {
const Points &contour = boundary[contour_point.contour_idx];
const std::vector<float> &contour_params = boundary_params[contour_point.contour_idx];
const size_t contour_pt_idx = contour_point.point_idx;
const Points &contour = boundary[contour_point.contour_idx];
const std::vector<double> &contour_params = boundary_params[contour_point.contour_idx];
const size_t contour_pt_idx = contour_point.point_idx;
float lprev = contour_point.could_connect_prev() ?
double lprev = contour_point.could_connect_prev() ?
path_length_along_contour_ccw(contour_point.prev_on_contour, &contour_point, contour_params.back()) :
std::numeric_limits<float>::max();
float lnext = contour_point.could_connect_next() ?
std::numeric_limits<double>::max();
double lnext = contour_point.could_connect_next() ?
path_length_along_contour_ccw(&contour_point, contour_point.next_on_contour, contour_params.back()) :
std::numeric_limits<float>::max();
std::numeric_limits<double>::max();
size_t polyline_idx = get_and_update_merged_with(((&contour_point - map_infill_end_point_to_boundary.data()) / 2));
Polyline &polyline = infill_ordered[polyline_idx];
assert(! polyline.empty());
assert(contour[contour_point.point_idx] == polyline.points.front() || contour[contour_point.point_idx] == polyline.points.back());
bool connected = false;
for (float l : { std::min(lprev, lnext), std::max(lprev, lnext) }) {
if (l == std::numeric_limits<float>::max() || l > anchor_length_max)
for (double l : { std::min(lprev, lnext), std::max(lprev, lnext) }) {
if (l == std::numeric_limits<double>::max() || l > anchor_length_max)
break;
// Take the complete contour.
bool reversed = l == lprev;
@ -1439,7 +1448,7 @@ void Fill::connect_infill(Polylines &&infill_ordered, const std::vector<const Po
// 2) Hook length
// ...
// Let's take the longer now, as this improves the chance of another hook to be placed on the other side of this contour point.
float l = std::max(contour_point.contour_not_taken_length_prev, contour_point.contour_not_taken_length_next);
double l = std::max(contour_point.contour_not_taken_length_prev, contour_point.contour_not_taken_length_next);
if (l > SCALED_EPSILON) {
if (contour_point.contour_not_taken_length_prev > contour_point.contour_not_taken_length_next)
take_limited(polyline, contour, contour_params, &contour_point, contour_point.prev_on_contour, true, anchor_length, line_half_width);

2
src/libslic3r/Fill/FillLine.hpp
View file

@ -37,7 +37,7 @@ protected:
bool _can_connect(coord_t dist_X, coord_t dist_Y)
{
coord_t TOLERANCE = 10 * SCALED_EPSILON;
const auto TOLERANCE = coord_t(10 * SCALED_EPSILON);
return (dist_X >= (this->_line_spacing - this->_line_oscillation) - TOLERANCE)
&& (dist_X <= (this->_line_spacing + this->_line_oscillation) + TOLERANCE)
&& (dist_Y <= this->_diagonal_distance);