mirror of https://codeberg.org/topola/topola.git
174 lines
5.2 KiB
Rust
174 lines
5.2 KiB
Rust
// SPDX-FileCopyrightText: 2025 Topola contributors
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//
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// SPDX-License-Identifier: MIT OR Apache-2.0
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use geo::{line_intersection::line_intersection, Distance, Euclidean, Line, LineIntersection};
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use petgraph::graph::{EdgeIndex, NodeIndex};
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use specctra_core::mesadata::AccessMesadata;
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use crate::{
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drawing::{band::BandTermsegIndex, dot::FixedDotIndex},
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geometry::shape::MeasureLength,
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graph::MakeRef,
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triangulation::GetTrianvertexNodeIndex,
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};
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use super::{ratsnest::RatvertexIndex, Autorouter};
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pub type RatlineIndex = EdgeIndex<usize>;
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#[derive(Debug, Default, Clone, Copy)]
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pub struct RatlineWeight {
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pub band_termseg: Option<BandTermsegIndex>,
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}
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impl<'a, M: AccessMesadata + 'a> MakeRef<'a, Autorouter<M>> for RatlineIndex {
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type Output = RatlineRef<'a, M>;
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fn ref_(&self, autorouter: &'a Autorouter<M>) -> RatlineRef<'a, M> {
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RatlineRef::new(*self, autorouter)
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}
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}
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pub struct RatlineRef<'a, M: AccessMesadata> {
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index: RatlineIndex,
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autorouter: &'a Autorouter<M>,
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}
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impl<'a, M: AccessMesadata> RatlineRef<'a, M> {
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pub fn new(index: RatlineIndex, autorouter: &'a Autorouter<M>) -> Self {
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Self { index, autorouter }
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}
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pub fn band_termseg(&self) -> BandTermsegIndex {
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self.autorouter
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.ratsnest()
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.graph()
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.edge_weight(self.index)
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.unwrap()
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.band_termseg
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.unwrap()
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}
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pub fn endpoint_dots(&self) -> (FixedDotIndex, FixedDotIndex) {
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let (source, target) = self
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.autorouter
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.ratsnest
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.graph()
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.edge_endpoints(self.index)
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.unwrap();
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let source_dot = match self
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.autorouter
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.ratsnest
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.graph()
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.node_weight(source)
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.unwrap()
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.node_index()
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{
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RatvertexIndex::FixedDot(dot) => dot,
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RatvertexIndex::Poly(poly) => poly.ref_(self.autorouter.board.layout()).apex(),
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};
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let target_dot = match self
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.autorouter
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.ratsnest
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.graph()
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.node_weight(target)
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.unwrap()
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.node_index()
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{
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RatvertexIndex::FixedDot(dot) => dot,
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RatvertexIndex::Poly(poly) => poly.ref_(self.autorouter.board.layout()).apex(),
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};
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(source_dot, target_dot)
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}
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pub fn closure_obstacle_ratlines(&self) -> impl Iterator<Item = RatlineIndex> + '_ {
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self.intersecting_ratlines()
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}
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pub fn interior_obstacle_ratlines(&self) -> impl Iterator<Item = RatlineIndex> + '_ {
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self.intersecting_ratlines()
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.filter(|index| !self.is_pin_cutter(*index))
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}
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fn intersecting_ratlines(&self) -> impl Iterator<Item = RatlineIndex> + '_ {
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let self_line_segment = self.line_segment();
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self.autorouter
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.ratsnest()
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.graph()
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.edge_indices()
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.filter(move |other| {
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let (self_source, self_target) = self.endpoint_indices();
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let (other_source, other_target) = other.ref_(self.autorouter).endpoint_indices();
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self_source != other_source
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&& self_source != other_target
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&& self_target != other_source
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&& self_target != other_target
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})
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.filter(move |other| {
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let other_line_segment = other.ref_(self.autorouter).line_segment();
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line_intersection(self_line_segment, other_line_segment).is_some()
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})
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}
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fn is_pin_cutter(&self, other: RatlineIndex) -> bool {
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// TODO: For now, instead of detecting whether endpoint ratvertex pins
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// are cut, we only check if the intersection between self and the
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// supposed cutter is not internal.
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let self_line_segment = self.line_segment();
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let other_line_segment = other.ref_(self.autorouter).line_segment();
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if let Some(LineIntersection::SinglePoint { is_proper, .. }) =
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line_intersection(self_line_segment, other_line_segment)
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{
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// It would make more sense to check for non-internality only in
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// self, but this gives me the result I want too for now.
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!is_proper
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} else {
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false
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}
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}
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pub fn line_segment(&self) -> Line {
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let (source, target) = self.endpoint_indices();
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let source_pos = self
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.autorouter
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.ratsnest
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.graph()
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.node_weight(source)
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.unwrap()
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.pos;
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let target_pos = self
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.autorouter
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.ratsnest
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.graph()
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.node_weight(target)
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.unwrap()
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.pos;
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Line::new(source_pos, target_pos)
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}
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fn endpoint_indices(&self) -> (NodeIndex<usize>, NodeIndex<usize>) {
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self.autorouter
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.ratsnest
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.graph()
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.edge_endpoints(self.index)
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.unwrap()
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}
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}
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impl<'a, M: AccessMesadata> MeasureLength for RatlineRef<'a, M> {
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fn length(&self) -> f64 {
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let line = self.line_segment();
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Euclidean::distance(&line.start_point(), &line.end_point())
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}
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}
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