//! A join whose tool ends at other levels than the part, both prisms along that direction: a //! hinge barrel under a plate's back edge, its ends flush with the sides of the leaf it hangs //! from, the plate running on past them (#827 without its fillets). The barrel's ends lie in the //! leaf's sides, which the B-rep boolean can't intersect, and there is no room to push them //! apart (the plate goes on beyond them). The prisms are joined in 2D, exactly: the barrel is no //! longer nudged (moved and turned by a hair) for the boolean to go through. use std::f64::consts::PI; use solidcraft_geom::Vec3; use crate::body::from_p3; use crate::*; /// A 40 × 20 × 6 plate (z 5 … 11) with a 14 × 10 × 6 leaf under its back edge, 1 mm into it: /// 5500 mm³. fn plate_with_leaf() -> Body { let plate = box_solid(Vec3::new(0., 0., 5.), Vec3::new(40., 20., 11.)).unwrap(); let leaf = box_solid(Vec3::new(10., 10., 0.), Vec3::new(24., 20., 6.)).unwrap(); boolean(&plate, &leaf, BoolOp::Union).unwrap().unwrap() } /// Barrels along x with their axis on the leaf's back bottom edge (y 20, z 0): radius 5 (its top /// meets the plate's back edge) and 4.9, ends flush with both of the leaf's sides, with one, and /// running on past both under the plate. A quarter of the barrel lies in the leaf (where the /// leaf is). Each join is exact: no retry, one solid, and every vertex on a level along x of the /// plate, the leaf or the barrel. #[test] fn a_barrel_between_the_sides_of_a_leaf_joins_exactly() { let part = plate_with_leaf(); for (r, x0, x1) in [(5., 10., 24.), (4.9, 10., 24.), (5., 10., 23.), (5., 8.5, 25.5)] { let what = format!("radius {r}, x {x0} … {x1}"); let barrel = cylinder(Vec3::new(x0, 20., 0.), Vec3::X, r, x1 - x0).unwrap(); let (joined, d) = capture_boolean_diagnostics(|| boolean(&part, &barrel, BoolOp::Union)); let joined = joined.unwrap().unwrap(); assert!(d.events.is_empty(), "{what}: {d:?}"); assert_eq!(joined.shell_count(), 1, "{what}"); assert!(joined.validity().is_empty(), "{what}: {:?}", joined.validity()); let inside = (x1.min(24.) - x0.max(10.)) / 4.; let want = 5500. + PI * r * r * (x1 - x0 - inside); let v = joined.tessellate(1e-4).unwrap().measure().volume; assert!((v - want).abs() < want * 1e-5, "{what}: volume {v} vs {want}"); for p in joined.solid.vertex_iter().map(|v| from_p3(v.point())) { assert!([0., 10., 24., 40., x0, x1].iter().any(|x| (p.x - x).abs() < 1e-9), "{what}: a vertex at {p:?}"); } } }