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https://github.com/hannobraun/Fornjot
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Simplify builder method
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0817dd3c9a
commit
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@ -183,7 +183,7 @@ impl CycleBuilder for PartialCycle {
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{
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edges.map(|other| {
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let mut this = self.add_half_edge();
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this.write().update_from_other_edge(&other, &Some(*surface));
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this.write().update_from_other_edge(&other, surface);
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this
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})
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}
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@ -58,7 +58,7 @@ pub trait HalfEdgeBuilder {
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fn update_from_other_edge(
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&mut self,
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other: &Partial<HalfEdge>,
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surface: &Option<SurfaceGeometry>,
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surface: &SurfaceGeometry,
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);
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}
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@ -222,7 +222,7 @@ impl HalfEdgeBuilder for PartialHalfEdge {
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fn update_from_other_edge(
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&mut self,
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other: &Partial<HalfEdge>,
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surface: &Option<SurfaceGeometry>,
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surface: &SurfaceGeometry,
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) {
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let global_curve = other.read().curve.read().global_form.clone();
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self.curve.write().global_form = global_curve.clone();
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@ -230,103 +230,78 @@ impl HalfEdgeBuilder for PartialHalfEdge {
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self.curve.write().path =
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other.read().curve.read().path.as_ref().and_then(|path| {
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match surface {
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Some(surface) => {
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// We have information about the other edge's surface
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// available. We need to use that to interpret what the
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// other edge's curve path means for our curve path.
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match surface.u {
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GlobalPath::Circle(circle) => {
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// The other surface is curved. We're entering
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// some dodgy territory here, as only some edge
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// cases can be represented using our current
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// curve/surface representation.
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match path {
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MaybeSurfacePath::Defined(
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SurfacePath::Line(_),
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)
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| MaybeSurfacePath::UndefinedLine => {
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// We're dealing with a line on a
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// rounded surface.
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//
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// Based on the current uses of this
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// method, we can make some assumptions:
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//
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// 1. The line is parallel to the u-axis
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// of the other surface.
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// 2. The surface that *our* edge is in
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// is a plane that is parallel to the
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// the plane of the circle that
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// defines the curvature of the other
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// surface.
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//
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// These assumptions are necessary
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// preconditions for the following code
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// to work. But unfortunately, I see no
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// way to check those preconditions
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// here, as neither the other line nor
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// our surface is necessarily defined
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// yet.
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//
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// Handling this case anyway feels like
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// a grave sin, but I don't know what
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// else to do. If you tracked some
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// extremely subtle and annoying bug
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// back to this code, I apologize.
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//
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// I hope that I'll come up with a
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// better curve/surface representation
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// before this becomes a problem.
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Some(
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MaybeSurfacePath::UndefinedCircle {
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radius: circle.radius(),
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},
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)
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}
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_ => {
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// The other edge is a line segment in a
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// curved surface. No idea how to deal
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// with this.
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todo!(
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"Can't connect edge to circle on \
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curved surface"
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)
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}
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}
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// We have information about the other edge's surface available.
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// We need to use that to interpret what the other edge's curve
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// path means for our curve path.
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match surface.u {
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GlobalPath::Circle(circle) => {
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// The other surface is curved. We're entering some
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// dodgy territory here, as only some edge cases can be
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// represented using our current curve/surface
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// representation.
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match path {
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MaybeSurfacePath::Defined(SurfacePath::Line(_))
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| MaybeSurfacePath::UndefinedLine => {
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// We're dealing with a line on a rounded
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// surface.
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//
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// Based on the current uses of this method, we
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// can make some assumptions:
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//
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// 1. The line is parallel to the u-axis of the
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// other surface.
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// 2. The surface that *our* edge is in is a
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// plane that is parallel to the the plane of
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// the circle that defines the curvature of
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// the other surface.
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//
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// These assumptions are necessary preconditions
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// for the following code to work. But
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// unfortunately, I see no way to check those
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// preconditions here, as neither the other line
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// nor our surface is necessarily defined yet.
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//
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// Handling this case anyway feels like a grave
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// sin, but I don't know what else to do. If you
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// tracked some extremely subtle and annoying
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// bug back to this code, I apologize.
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//
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// I hope that I'll come up with a better curve/
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// surface representation before this becomes a
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// problem.
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Some(MaybeSurfacePath::UndefinedCircle {
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radius: circle.radius(),
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})
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}
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GlobalPath::Line(_) => {
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// The other edge is defined on a plane.
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match path {
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MaybeSurfacePath::Defined(
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SurfacePath::Line(_),
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)
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| MaybeSurfacePath::UndefinedLine => {
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// The other edge is a line segment on
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// a plane. That means our edge must be
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// a line segment too.
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Some(MaybeSurfacePath::UndefinedLine)
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}
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_ => {
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// The other edge is a circle or arc on
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// a plane. I'm actually not sure what
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// that means for our edge. We might be
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// able to represent it somehow, but
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// let's leave that as an exercise for
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// later.
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todo!(
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"Can't connect edge to circle on \
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plane"
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)
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}
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}
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_ => {
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// The other edge is a line segment in a curved
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// surface. No idea how to deal with this.
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todo!(
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"Can't connect edge to circle on curved \
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surface"
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)
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}
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}
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}
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None => {
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// We know nothing about the surface the other edge is
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// on. This means we can't infer anything about our
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// curve from the other curve.
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None
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GlobalPath::Line(_) => {
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// The other edge is defined on a plane.
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match path {
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MaybeSurfacePath::Defined(SurfacePath::Line(_))
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| MaybeSurfacePath::UndefinedLine => {
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// The other edge is a line segment on a plane.
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// That means our edge must be a line segment
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// too.
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Some(MaybeSurfacePath::UndefinedLine)
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}
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_ => {
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// The other edge is a circle or arc on a plane.
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// I'm actually not sure what that means for our
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// edge. We might be able to represent it
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// somehow, but let's leave that as an exercise
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// for later.
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todo!("Can't connect edge to circle on plane")
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}
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}
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}
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}
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});
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