Some improvements of the algortihm for curled height estim
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@ -210,8 +210,8 @@ float estimate_curled_up_height(
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const ExtendedPoint &point, float layer_height, float flow_width, float prev_line_curled_height, Params params)
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{
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float curled_up_height = 0;
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if (fabs(point.distance) < 1.5 * flow_width) {
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curled_up_height = 0.9 * prev_line_curled_height;
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if (fabs(point.distance) < 1.1 * flow_width) {
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curled_up_height = std::max(prev_line_curled_height - layer_height * 0.5, 0.0);
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}
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if (point.distance > params.malformation_distance_factors.first * flow_width &&
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@ -233,17 +233,17 @@ float estimate_curled_up_height(
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// faster or slower than thin air, thus the extrusion always curles up)
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if (point.curvature > 0.01){
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float radius = 1.0 / point.curvature;
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// compute radius at the point where the extrusion stops touch previous layer and starts curling
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float radius_anchored_section_end = radius - flow_width / 2.0 + anchored_section;
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float radius = std::max(1.0 / point.curvature - flow_width / 2.0, 0.001);
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// compute radius at the point where the extrusion stops touching the previous layer and starts curling
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float radius_anchored_section_end = radius + anchored_section;
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// target radius represents the radius of the extrusion curling end, after curling
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// the layer_height term aproximates that the extrusion curling part, when raising to vertical position, will stop before reaching
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// perpendicular position, due to various forces.
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float target_radius = std::max(radius, radius_anchored_section_end) + layer_height;
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float target_radius = radius_anchored_section_end + radius * flow_width / 100.0;
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float b = target_radius - radius_anchored_section_end;
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float a = (curling_section + swelling_radius) / 2.0;
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float c = sqrt(a*a - b*b);
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float a = curling_section;
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float c = sqrt(std::max(0.0f,a*a - b*b));
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curled_up_height += c;
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}
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