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shell.rs
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shell.rs
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use std::collections::BTreeMap;
use fj_math::{Point, Scalar};
use crate::{
geometry::SurfaceGeometry,
objects::{HalfEdge, Shell, Surface},
queries::{
AllHalfEdgesWithSurface, BoundingVerticesOfHalfEdge, SiblingOfHalfEdge,
},
storage::{Handle, HandleWrapper},
};
use super::{Validate, ValidationConfig, ValidationError};
impl Validate for Shell {
fn validate_with_config(
&self,
config: &ValidationConfig,
errors: &mut Vec<ValidationError>,
) {
ShellValidationError::check_curve_coordinates(self, config, errors);
ShellValidationError::check_half_edge_pairs(self, errors);
ShellValidationError::check_half_edge_coincidence(self, config, errors);
}
}
/// [`Shell`] validation failed
#[derive(Clone, Debug, thiserror::Error)]
pub enum ShellValidationError {
/// [`Shell`] contains curves whose coordinate systems don't match
#[error(
"Curve coordinate system mismatch ({} errors): {:#?}",
.0.len(),
.0
)]
CurveCoordinateSystemMismatch(Vec<CurveCoordinateSystemMismatch>),
/// [`Shell`] contains a half-edge that is not part of a pair
#[error("Half-edge has no sibling: {half_edge:#?}")]
HalfEdgeHasNoSibling {
/// The half-edge that has no sibling
half_edge: Handle<HalfEdge>,
},
/// [`Shell`] contains half-edges that are coincident, but aren't siblings
#[error(
"`Shell` contains `HalfEdge`s that are coincident but are not \
siblings\n\
Half-edge 1: {0:#?}\n\
Half-edge 2: {1:#?}"
)]
CoincidentHalfEdgesAreNotSiblings(Handle<HalfEdge>, Handle<HalfEdge>),
}
impl ShellValidationError {
/// Check that local curve definitions that refer to the same curve match
fn check_curve_coordinates(
shell: &Shell,
config: &ValidationConfig,
errors: &mut Vec<ValidationError>,
) {
let mut edges_and_surfaces = Vec::new();
shell.all_half_edges_with_surface(&mut edges_and_surfaces);
for (edge_a, surface_a) in &edges_and_surfaces {
for (edge_b, surface_b) in &edges_and_surfaces {
// We only care about edges referring to the same curve.
if edge_a.curve().id() != edge_b.curve().id() {
continue;
}
// No need to check an edge against itself.
if edge_a.id() == edge_b.id() {
continue;
}
fn compare_curve_coords(
edge_a: &Handle<HalfEdge>,
surface_a: &Handle<Surface>,
edge_b: &Handle<HalfEdge>,
surface_b: &Handle<Surface>,
config: &ValidationConfig,
mismatches: &mut Vec<CurveCoordinateSystemMismatch>,
) {
// Let's check 4 points. Given that the most complex curves
// we have right now are circles, 3 would be enough to check
// for coincidence. But the first and last might be
// identical, so let's add an extra one.
let [a, d] = edge_a.boundary().inner;
let b = a + (d - a) * 1. / 3.;
let c = a + (d - a) * 2. / 3.;
for point_curve in [a, b, c, d] {
let a_surface =
edge_a.path().point_from_path_coords(point_curve);
let b_surface =
edge_b.path().point_from_path_coords(point_curve);
let a_global = surface_a
.geometry()
.point_from_surface_coords(a_surface);
let b_global = surface_b
.geometry()
.point_from_surface_coords(b_surface);
let distance = (a_global - b_global).magnitude();
if distance > config.identical_max_distance {
mismatches.push(CurveCoordinateSystemMismatch {
half_edge_a: edge_a.clone(),
half_edge_b: edge_b.clone(),
point_curve,
point_a: a_global,
point_b: b_global,
distance,
});
}
}
}
let mut mismatches = Vec::new();
compare_curve_coords(
edge_a,
surface_a,
edge_b,
surface_b,
config,
&mut mismatches,
);
compare_curve_coords(
edge_b,
surface_b,
edge_a,
surface_a,
config,
&mut mismatches,
);
if !mismatches.is_empty() {
errors.push(
Self::CurveCoordinateSystemMismatch(mismatches).into(),
);
}
}
}
}
/// Check that each half-edge is part of a pair
fn check_half_edge_pairs(shell: &Shell, errors: &mut Vec<ValidationError>) {
let mut unmatched_half_edges = BTreeMap::new();
for face in shell.faces() {
for cycle in face.region().all_cycles() {
for half_edge in cycle.half_edges() {
let curve = HandleWrapper::from(half_edge.curve().clone());
let boundary = half_edge.boundary();
let vertices =
cycle.bounding_vertices_of_half_edge(half_edge).expect(
"`half_edge` came from `cycle`, must exist there",
);
let key = (curve.clone(), boundary, vertices.clone());
let key_reversed =
(curve, boundary.reverse(), vertices.reverse());
match unmatched_half_edges.remove(&key_reversed) {
Some(sibling) => {
// This must be the sibling of the half-edge we're
// currently looking at. Let's make sure the logic
// we use here to determine that matches the
// "official" definition.
assert!(shell.are_siblings(half_edge, sibling));
}
None => {
// If this half-edge has a sibling, we haven't seen
// it yet. Let's store this half-edge then, in case
// we come across the sibling later.
unmatched_half_edges.insert(key, half_edge);
}
}
}
}
}
for half_edge in unmatched_half_edges.into_values().cloned() {
errors.push(Self::HalfEdgeHasNoSibling { half_edge }.into());
}
}
/// Check that non-sibling half-edges are not coincident
fn check_half_edge_coincidence(
shell: &Shell,
config: &ValidationConfig,
errors: &mut Vec<ValidationError>,
) {
let mut edges_and_surfaces = Vec::new();
shell.all_half_edges_with_surface(&mut edges_and_surfaces);
// This is O(N^2) which isn't great, but we can't use a HashMap since we
// need to deal with float inaccuracies. Maybe we could use some smarter
// data-structure like an octree.
for (half_edge_a, surface_a) in &edges_and_surfaces {
for (half_edge_b, surface_b) in &edges_and_surfaces {
// No need to check a half-edge against itself.
if half_edge_a.id() == half_edge_b.id() {
continue;
}
if shell.are_siblings(half_edge_a, half_edge_b) {
// If the half-edges are siblings, they are allowed to be
// coincident. Must be, in fact. There's another validation
// check that takes care of that.
continue;
}
// If all points on distinct curves are within
// `distinct_min_distance`, that's a problem.
if distances(
half_edge_a.clone(),
surface_a.clone(),
half_edge_b.clone(),
surface_b.clone(),
)
.all(|d| d < config.distinct_min_distance)
{
errors.push(
Self::CoincidentHalfEdgesAreNotSiblings(
half_edge_a.clone(),
half_edge_b.clone(),
)
.into(),
)
}
}
}
}
}
#[derive(Clone, Debug)]
pub struct CurveCoordinateSystemMismatch {
pub half_edge_a: Handle<HalfEdge>,
pub half_edge_b: Handle<HalfEdge>,
pub point_curve: Point<1>,
pub point_a: Point<3>,
pub point_b: Point<3>,
pub distance: Scalar,
}
/// Sample two edges at various (currently 3) points in 3D along them.
///
/// Returns an [`Iterator`] of the distance at each sample.
fn distances(
edge_a: Handle<HalfEdge>,
surface_a: Handle<Surface>,
edge_b: Handle<HalfEdge>,
surface_b: Handle<Surface>,
) -> impl Iterator<Item = Scalar> {
fn sample(
percent: f64,
(edge, surface): (&Handle<HalfEdge>, SurfaceGeometry),
) -> Point<3> {
let [start, end] = edge.boundary().inner;
let path_coords = start + (end - start) * percent;
let surface_coords = edge.path().point_from_path_coords(path_coords);
surface.point_from_surface_coords(surface_coords)
}
// Three samples (start, middle, end), are enough to detect weather lines
// and circles match. If we were to add more complicated curves, this might
// need to change.
let sample_count = 3;
let step = 1.0 / (sample_count as f64 - 1.0);
let mut distances = Vec::new();
for i in 0..sample_count {
let percent = i as f64 * step;
let sample1 = sample(percent, (&edge_a, surface_a.geometry()));
let sample2 = sample(1.0 - percent, (&edge_b, surface_b.geometry()));
distances.push(sample1.distance_to(&sample2))
}
distances.into_iter()
}
#[cfg(test)]
mod tests {
use crate::{
assert_contains_err,
objects::{Curve, Shell},
operations::{
BuildShell, Insert, UpdateCycle, UpdateFace, UpdateHalfEdge,
UpdateRegion, UpdateShell,
},
services::Services,
validate::{shell::ShellValidationError, Validate, ValidationError},
};
#[test]
fn curve_coordinate_system_mismatch() -> anyhow::Result<()> {
let mut services = Services::new();
let valid = Shell::tetrahedron(
[[0., 0., 0.], [0., 1., 0.], [1., 0., 0.], [0., 0., 1.]],
&mut services,
);
let invalid = valid.shell.update_face(&valid.abc.face, |face| {
face.update_region(|region| {
region
.update_exterior(|cycle| {
cycle
.update_half_edge(
cycle.half_edges().nth_circular(0),
|edge| {
edge.update_path(|path| path.reverse())
.update_boundary(|boundary| {
boundary.reverse()
})
.insert(&mut services)
},
)
.insert(&mut services)
})
.insert(&mut services)
})
.insert(&mut services)
});
valid.shell.validate_and_return_first_error()?;
assert_contains_err!(
invalid,
ValidationError::Shell(
ShellValidationError::CurveCoordinateSystemMismatch(..)
)
);
Ok(())
}
#[test]
fn half_edge_has_no_sibling() -> anyhow::Result<()> {
let mut services = Services::new();
let valid = Shell::tetrahedron(
[[0., 0., 0.], [0., 1., 0.], [1., 0., 0.], [0., 0., 1.]],
&mut services,
);
let invalid = valid.shell.remove_face(&valid.abc.face);
valid.shell.validate_and_return_first_error()?;
assert_contains_err!(
invalid,
ValidationError::Shell(
ShellValidationError::HalfEdgeHasNoSibling { .. }
)
);
Ok(())
}
#[test]
fn coincident_half_edges_are_not_siblings() -> anyhow::Result<()> {
let mut services = Services::new();
let valid = Shell::tetrahedron(
[[0., 0., 0.], [0., 1., 0.], [1., 0., 0.], [0., 0., 1.]],
&mut services,
);
let invalid = valid.shell.update_face(&valid.abc.face, |face| {
face.update_region(|region| {
region
.update_exterior(|cycle| {
cycle
.update_half_edge(
cycle.half_edges().nth_circular(0),
|edge| {
edge.update_curve(|_| {
Curve::new().insert(&mut services)
})
.insert(&mut services)
},
)
.insert(&mut services)
})
.insert(&mut services)
})
.insert(&mut services)
});
valid.shell.validate_and_return_first_error()?;
assert_contains_err!(
invalid,
ValidationError::Shell(
ShellValidationError::CoincidentHalfEdgesAreNotSiblings(..)
)
);
Ok(())
}
}