fix: correct arc sweep direction for reversed normals and mirrored blocks
- Arc rendering now respects the normal vector: when normal.z < 0 the midpoint is placed on the clockwise side so the curve sweeps the right way - Removed spurious .to_radians() / .to_degrees() round-trips in arc.rs (angles are already stored in the unit the trig functions expect) - apply_grip and apply_transform use consistent angle units - normalize_insert_entity no longer converts arc angles; the old conversion was only needed by the now-removed .to_radians() call in to_truck - Added fix_mirrored_arc: swaps arc start/end angles when the INSERT has a mirrored scale (x_scale * y_scale < 0) so exploded arcs curve correctly Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
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a255b99863
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3 changed files with 47 additions and 30 deletions
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@ -16,13 +16,17 @@ fn to_truck(arc: &Arc) -> TruckEntity {
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let cy = arc.center.y;
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let cz = arc.center.z;
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let r = arc.radius;
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let sa = arc.start_angle.to_radians();
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let ea = arc.end_angle.to_radians();
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let mut end = ea;
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if end < sa {
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end += TAU;
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}
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let mid_a = sa + (end - sa) * 0.5;
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let sa = arc.start_angle;
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let ea = arc.end_angle;
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// normal.z < 0 means the arc sweeps clockwise in the XY plane;
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// place the midpoint on the CW side so the curve goes the right way.
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let mid_a = if arc.normal.z < 0.0 {
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let cw_span = if sa >= ea { sa - ea } else { sa - ea + TAU };
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sa - cw_span * 0.5
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} else {
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let ccw_end = if ea >= sa { ea } else { ea + TAU };
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sa + (ccw_end - sa) * 0.5
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};
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let p_start = Point3::new(cx + r * sa.cos(), cy + r * sa.sin(), cz);
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let p_end = Point3::new(cx + r * ea.cos(), cy + r * ea.sin(), cz);
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let p_mid = Point3::new(cx + r * mid_a.cos(), cy + r * mid_a.sin(), cz);
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@ -56,8 +60,8 @@ fn grips(arc: &Arc) -> Vec<GripDef> {
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arc.center.z as f32,
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);
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let r = arc.radius as f32;
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let sa = (arc.start_angle as f32).to_radians();
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let ea = (arc.end_angle as f32).to_radians();
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let sa = arc.start_angle as f32;
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let ea = arc.end_angle as f32;
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let ma = sa + angle_span(sa, ea) * 0.5;
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vec![
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diamond_grip(0, ctr),
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@ -111,16 +115,16 @@ fn apply_grip(arc: &mut Arc, grip_id: usize, apply: GripApply) {
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(1, GripApply::Absolute(p)) => {
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let dx = p.x - arc.center.x as f32;
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let dy = p.y - arc.center.y as f32;
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arc.start_angle = (dy as f64).atan2(dx as f64).to_degrees();
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arc.start_angle = (dy as f64).atan2(dx as f64);
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}
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(2, GripApply::Absolute(p)) => {
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let dx = p.x - arc.center.x as f32;
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let dy = p.y - arc.center.y as f32;
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arc.end_angle = (dy as f64).atan2(dx as f64).to_degrees();
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arc.end_angle = (dy as f64).atan2(dx as f64);
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}
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(3, GripApply::Translate(d)) => {
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let sa = (arc.start_angle as f32).to_radians();
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let ea = (arc.end_angle as f32).to_radians();
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let sa = arc.start_angle as f32;
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let ea = arc.end_angle as f32;
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let span = angle_span(sa, ea);
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let mid_a = sa + span * 0.5;
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let current_mid_x = arc.center.x as f32 + arc.radius as f32 * mid_a.cos();
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@ -148,10 +152,10 @@ fn apply_transform(arc: &mut Arc, t: &EntityTransform) {
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);
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let dx = (p2.x - p1.x) as f64;
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let dy = (p2.y - p1.y) as f64;
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let line_angle_deg = dy.atan2(dx).to_degrees();
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let line_angle = dy.atan2(dx);
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let tmp = entity.start_angle;
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entity.start_angle = 2.0 * line_angle_deg - entity.end_angle;
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entity.end_angle = 2.0 * line_angle_deg - tmp;
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entity.start_angle = 2.0 * line_angle - entity.end_angle;
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entity.end_angle = 2.0 * line_angle - tmp;
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});
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}
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@ -49,11 +49,14 @@ pub fn explode_entity(entity: &EntityType, document: &CadDocument) -> Vec<Entity
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EntityType::Polyline2D(p) => explode_polyline2d(p),
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EntityType::Polyline(p) => explode_polyline(p),
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EntityType::Polyline3D(p) => explode_polyline3d(p),
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EntityType::Insert(ins) => ins
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.explode_from_document(document)
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.into_iter()
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.map(normalize_insert_entity)
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.collect(),
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EntityType::Insert(ins) => {
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let is_mirrored = ins.x_scale() * ins.y_scale() < 0.0;
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ins.explode_from_document(document)
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.into_iter()
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.map(normalize_insert_entity)
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.map(|sub| fix_mirrored_arc(sub, is_mirrored))
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.collect()
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}
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EntityType::MLine(ml) => explode_mline(ml),
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EntityType::Dimension(dim) => explode_dimension(dim),
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_ => vec![],
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@ -140,10 +143,6 @@ fn explode_polyline2d(p: &Polyline2D) -> Vec<EntityType> {
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pub fn normalize_insert_entity(mut entity: EntityType) -> EntityType {
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match &mut entity {
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EntityType::Arc(arc) => {
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arc.start_angle = arc.start_angle.to_degrees();
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arc.end_angle = arc.end_angle.to_degrees();
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}
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EntityType::Ellipse(ell) => {
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let major_len = ell.major_axis_length();
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let full_span = {
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@ -170,14 +169,26 @@ pub fn normalize_insert_entity(mut entity: EntityType) -> EntityType {
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entity
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}
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pub fn normalize_entity_for_block(mut entity: EntityType) -> EntityType {
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if let EntityType::Arc(arc) = &mut entity {
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arc.start_angle = arc.start_angle.to_radians();
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arc.end_angle = arc.end_angle.to_radians();
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}
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pub fn normalize_entity_for_block(entity: EntityType) -> EntityType {
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entity
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}
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/// Swap arc start/end angles when the INSERT that produced the entity was
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/// mirrored (exactly one of x_scale / y_scale is negative). The acadrust
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/// explode recalculates endpoint positions correctly but does not reverse the
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/// sweep direction, so the arc would otherwise curve the wrong way.
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pub fn fix_mirrored_arc(entity: EntityType, is_mirrored: bool) -> EntityType {
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if !is_mirrored {
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return entity;
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}
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if let EntityType::Arc(mut arc) = entity {
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std::mem::swap(&mut arc.start_angle, &mut arc.end_angle);
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EntityType::Arc(arc)
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} else {
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entity
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}
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}
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fn explode_lwpolyline(p: &LwPolyline) -> Vec<EntityType> {
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let n = p.vertices.len();
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if n < 2 {
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@ -518,11 +518,13 @@ impl Scene {
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}
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if let EntityType::Insert(ins) = e {
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let is_mirrored = ins.x_scale() * ins.y_scale() < 0.0;
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return ins
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.explode_from_document(&self.document)
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.iter()
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.cloned()
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.map(crate::modules::home::modify::explode::normalize_insert_entity)
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.map(|sub| crate::modules::home::modify::explode::fix_mirrored_arc(sub, is_mirrored))
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.flat_map(|sub| {
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let (sub_color, sub_pattern_length, sub_pattern, sub_line_weight_px, sub_aci) =
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self.render_style(&sub);
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