Files
OneCAD/crates/ui-egui/src/symmetry_pick_tests.rs
T
DuBearte 3e13eb6392 Sketch: symmetry about the origin point or an origin axis (#1318)
Fixes #1075. sketch.constraint.symmetry takes a centre point (the origin or any sketch point) as well as a line; the Symmetry tool's third pick may be the origin point or the sketch's own X/Y origin axis. Checked on main + this branch: cargo check --workspace, the engine cmd::sketch tests (257) and the UI symmetry pick tests.
2026-10-15 03:47:37 -04:00

47 lines
1.7 KiB
Rust

//! The Symmetry tool's third pick may be the origin point or an origin axis (#1075).
use serde_json::json;
use solidcraft_engine::geom::Vec2;
use crate::scenario::Harness;
/// An XY sketch with points p (10, 5) and q (-12, -3), the Symmetry tool started and both picked.
fn two_points_picked() -> Harness {
let mut h = Harness::new();
h.app.ui.show_origin = true;
h.app.run("sketch.create", json!({"plane":"XY"})).unwrap();
h.app.run("sketch.point", json!({"point":[10,5],"id":"p"})).unwrap();
h.app.run("sketch.point", json!({"point":[-12,-3],"id":"q"})).unwrap();
h.app.cam.distance = 120.0;
h.settle();
h.app.start("sketch.constraint.symmetry");
for xy in [[10, 5], [-12, -3]] {
let at = h.call("ui.at", json!({ "sketch": xy }))["result"].clone();
h.step(&json!({ "click": at })).unwrap();
}
h
}
fn point(h: &Harness, id: &str) -> Vec2 {
let sk = h.app.session.doc.sketch(h.app.session.active_sketch.unwrap()).unwrap();
sk.point(sk.resolve_point(id).unwrap()).unwrap()
}
#[test]
fn symmetry_about_the_origin_point() {
let mut h = two_points_picked();
let at = h.call("ui.at", json!({"sketch":[0,0]}))["result"].clone();
h.step(&json!({ "click": at })).unwrap();
assert!((point(&h, "p") + point(&h, "q")).len() < 1e-6, "{:?} {:?}", point(&h, "p"), point(&h, "q"));
}
#[test]
fn symmetry_about_an_origin_axis() {
let mut h = two_points_picked();
// On the Y axis, away from the origin point and from p and q.
let at = h.call("ui.at", json!({"sketch":[0,6]}))["result"].clone();
h.step(&json!({ "click": at })).unwrap();
let (p, q) = (point(&h, "p"), point(&h, "q"));
assert!((p.x + q.x).abs() < 1e-6 && (p.y - q.y).abs() < 1e-6, "mirrored in the Y axis: {p:?} {q:?}");
}