From 446c444728c19b38b2ed665fb2602cadf50b19c8 Mon Sep 17 00:00:00 2001 From: a dinosaur Date: Tue, 7 May 2024 19:49:40 +1000 Subject: [PATCH] Fix floor collisions --- Sources/Test/Collision.swift | 548 +- Sources/Test/Objects/Colin.swift | 57 +- Sources/Test/Resources/Models/World.obj | 8527 ++++++++++++++++------- Sources/Test/World.blend | Bin 1308988 -> 1298908 bytes 4 files changed, 6131 insertions(+), 3001 deletions(-) diff --git a/Sources/Test/Collision.swift b/Sources/Test/Collision.swift index 8343e6f..db6c1a9 100644 --- a/Sources/Test/Collision.swift +++ b/Sources/Test/Collision.swift @@ -8,155 +8,17 @@ class Collision enum Edge3D { - case triangle(n: Vec3f, p: Vec3f, v: (Vec3f, Vec3f, Vec3f)) - case aabbFloor(n: Vec3f, p: Vec3f, w: Float, d: Float) - case quad(p: (Vec3f, Vec3f, Vec3f, Vec3f), w: Winding) + case triangle(normal: Vec3f, origin: Vec3f, tri: Triangle) + case aabbFloor(normal: Vec3f, origin: Vec3f, width: Float, depth: Float) + case flatQuad(quad: Quad, normal: Vec3f) + case quad(quad: Quad, wind: Winding) } var edge3d = [Edge3D]() -/* -0,-2 1,-2 - *--* - | | -0,-1 * * 1,-1 - | | - *--* -0, 0 1, 0 - */ - + struct Triangle { let a: Vec3f, b: Vec3f, c: Vec3f } + struct Quad { let a: Vec3f, b: Vec3f, c: Vec3f, d: Vec3f } - init() - { - assert(Self.isRectangle([ - Vec3f(0.0, 0.0, 0.0), - Vec3f(0.0, 0.0, -1.0), - Vec3f(1.0, 0.0, -1.0), - Vec3f(1.0, 0.0, 0.0), - ])) - - - // CW - assert(Self.isRectangle([ - Vec3f(0.0, 0.0, 0.0), - Vec3f(0.0, 0.0, -1.0), - Vec3f(0.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -1.0), - Vec3f(1.0, 0.0, 0.0), - ])) - assert(Self.isRectangle([ - Vec3f(0.0, 0.0, -1.0), - Vec3f(0.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -1.0), - Vec3f(1.0, 0.0, 0.0), - Vec3f(0.0, 0.0, 0.0), - ])) - assert(Self.isRectangle([ - Vec3f(0.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -1.0), - Vec3f(1.0, 0.0, 0.0), - Vec3f(0.0, 0.0, 0.0), - Vec3f(0.0, 0.0, -1.0), - ])) - assert(Self.isRectangle([ - Vec3f(1.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -1.0), - Vec3f(1.0, 0.0, 0.0), - Vec3f(0.0, 0.0, 0.0), - Vec3f(0.0, 0.0, -1.0), - Vec3f(0.0, 0.0, -2.0), - ])) - assert(Self.isRectangle([ - Vec3f(1.0, 0.0, -1.0), - Vec3f(1.0, 0.0, 0.0), - Vec3f(0.0, 0.0, 0.0), - Vec3f(0.0, 0.0, -1.0), - Vec3f(0.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -2.0), - ])) - assert(Self.isRectangle([ - Vec3f(1.0, 0.0, 0.0), - Vec3f(0.0, 0.0, 0.0), - Vec3f(0.0, 0.0, -1.0), - Vec3f(0.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -2.0), - Vec3f(1.0, 0.0, -1.0), - ])) - - // CCW - assert(Self.isRectangle([ - Vec3f( 0.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, -1.0), - Vec3f( 0.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -1.0), - Vec3f(-1.0, 0.0, 0.0), - ])) - assert(Self.isRectangle([ - Vec3f( 0.0, 0.0, -1.0), - Vec3f( 0.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -1.0), - Vec3f(-1.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, 0.0), - ])) - assert(Self.isRectangle([ - Vec3f( 0.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -1.0), - Vec3f(-1.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, -1.0), - ])) - assert(Self.isRectangle([ - Vec3f(-1.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -1.0), - Vec3f(-1.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, -1.0), - Vec3f( 0.0, 0.0, -2.0), - ])) - assert(Self.isRectangle([ - Vec3f(-1.0, 0.0, -1.0), - Vec3f(-1.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, -1.0), - Vec3f( 0.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -2.0), - ])) - assert(Self.isRectangle([ - Vec3f(-1.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, 0.0), - Vec3f( 0.0, 0.0, -1.0), - Vec3f( 0.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -2.0), - Vec3f(-1.0, 0.0, -1.0), - ])) - } - - private static let epsilon: Float = 0.00001 //.ulpOfOne - - private static func isSimpleQuad(_ p: (Vec3f, Vec3f, Vec3f, Vec3f)) -> Bool - { - if abs(p.0.y - p.1.y) <= epsilon { return abs(p.2.y - p.3.y) <= epsilon } - if abs(p.1.y - p.2.y) <= epsilon { return abs(p.3.y - p.0.y) <= epsilon } - return false - } - - private static func isRectangle(_ p: (Vec3f, Vec3f, Vec3f, Vec3f)) -> Bool - { - if abs(p.0.x - p.1.x) <= epsilon && - abs(p.1.z - p.2.z) <= epsilon && - abs(p.2.x - p.3.x) <= epsilon && - abs(p.3.z - p.0.z) <= epsilon { return true } - if abs(p.0.z - p.1.z) <= epsilon && - abs(p.1.x - p.2.x) <= epsilon && - abs(p.2.z - p.3.z) <= epsilon && - abs(p.3.x - p.0.x) <= epsilon { return true } - return false - } + fileprivate static let epsilon: Float = 0.00001 //.ulpOfOne private static func isRectangle(_ positions: [Vec3f]) -> Bool { @@ -202,60 +64,6 @@ class Collision return abs(first.x - previous.x) <= epsilon || abs(first.z - previous.z) <= epsilon } - private static func getQuadWinding(_ p: (Vec3f, Vec3f, Vec3f, Vec3f)) -> Winding - { - var area: Float = 0.0 - area += (p.1.x - p.0.x) * ((p.0.z + p.1.z) * 0.5) - area += (p.2.x - p.1.x) * ((p.1.z + p.2.z) * 0.5) - area += (p.3.x - p.2.x) * ((p.2.z + p.3.z) * 0.5) - area += (p.0.x - p.3.x) * ((p.3.z + p.0.z) * 0.5) - return area.sign == .plus ? .ccw : .cw // z is towards us - } - - static func quadSpaceFromCartesian(quad: (Vec3f, Vec3f, Vec3f, Vec3f), position: Vec3f) -> Vec2f - { - let p = ( - Vec2d(Double(quad.0.x), Double(quad.0.z)), - Vec2d(Double(quad.1.x), Double(quad.1.z)), - Vec2d(Double(quad.2.x), Double(quad.2.z)), - Vec2d(Double(quad.3.x), Double(quad.3.z))) - - let xz = Vec2d(Double(position.x), Double(position.z)) - - /* - let old = { - let a = xz.x - p.0.x - let b = p.1.x - p.0.x - let c = p.3.x - p.0.x - let d = p.0.x - p.1.x + p.2.x - p.3.x - let f = xz.y - p.0.y - let g = p.1.y - p.0.y - let h = p.3.y - p.0.y - let j = p.0.y - p.1.y + p.2.y - p.3.y - let v2 = -c * j - (-d * h) - let v1 = a * j - c * g - (d * f - b * h) - let v0 = a * g - b * f - let vq = (-v1 + sqrt(v1 * v1 - 4.0 * v2 * v0)) / (2.0 * v2) - let uq = (a - c * vq) / (b + d * vq) - return Vec2f(Float(uq), Float(vq)) - } - */ - - let a = xz - p.0 - let b = p.1 - p.0 - let c = p.3 - p.0 - let d = p.0 - p.1 + p.2 - p.3 - let v0 = a.cross(b), v2 = c.cross(-d) - let v1 = a.x * d.y - b.y * c.x - (a.y * d.x - b.x * c.y) - let vq = (-v1 + sqrt(v1 * v1 - 4.0 * v2 * v0)) / (2.0 * v2) - let uq = (a.x - c.x * vq) / (b.x + d.x * vq) - return Vec2f(Float(uq), Float(vq)) - //let oldUv = old() - //if !oldUv.x.isNaN || !uv.x.isNaN { assert (oldUv.x == uv.x) } - //if !oldUv.y.isNaN || !uv.y.isNaN { assert (oldUv.y == uv.y) } - //return uv - } - enum Winding { case none, cw, ccw } func build(obj: ObjModel, collision: ObjModel.Object) @@ -265,33 +73,34 @@ class Collision switch face { case .triangle(let v1, let v2, let v3): - let p = (obj.positions[v1.p], obj.positions[v2.p], obj.positions[v3.p]) - let n = (obj.normals[v1.n] + obj.normals[v2.n] + obj.normals[v3.n]).normalised + let t = Triangle(obj.positions[v1.p], obj.positions[v2.p], obj.positions[v3.p]) + let n = t.normal if abs(n.y) < 0.25 { continue } - edge3d.append(.triangle(n: n, p: (p.0 + p.1 + p.2) / 3.0, v: p)) + edge3d.append(.triangle(normal: n, origin: (t.a + t.b + t.c) / 3.0, tri: t)) case .quad(let v1, let v2, let v3, let v4): - let p = (obj.positions[v1.p], obj.positions[v2.p], obj.positions[v3.p], obj.positions[v4.p]) - let n = (obj.normals[v1.n] + obj.normals[v2.n] + obj.normals[v3.n] + obj.normals[v4.n]).normalised - if Self.isSimpleQuad(p) && Self.isRectangle(p) + let q = Quad(obj.positions[v1.p], obj.positions[v2.p], obj.positions[v3.p], obj.positions[v4.p]) + let n = q.normals + if !q.isFlat { - if abs(n.y) < 0.25 { continue } - let left = min(p.0.x, p.1.x, p.2.x, p.3.x) - let right = max(p.0.x, p.1.x, p.2.x, p.3.x) - let back = min(p.0.z, p.1.z, p.2.z, p.3.z) - let forward = max(p.0.z, p.1.z, p.2.z, p.3.z) - edge3d.append(.aabbFloor(n: n, - p: (p.0 + p.1 + p.2 + p.3) / 4.0, - w: (right - left) / 2.0, - d: (forward - back) / 2.0)) + if abs((n.0 + n.1 + n.2 + n.3).normalised.y) < 0.25 { continue } + edge3d.append(.quad(quad: q, wind: q.winding)) + } + else if q.isSimple && q.isRectangle + { + if abs(n.0.y) < 0.25 { continue } + let left = min(q.a.x, q.b.x, q.c.x, q.d.x) + let right = max(q.a.x, q.b.x, q.c.x, q.d.x) + let back = min(q.a.z, q.b.z, q.c.z, q.d.z) + let forward = max(q.a.z, q.b.z, q.c.z, q.d.z) + edge3d.append(.aabbFloor(normal: n.0, + origin: (q.a + q.b + q.c + q.d) / 4.0, + width: (right - left) / 2.0, + depth: (forward - back) / 2.0)) } else { - if abs(n.y) < 0.25 { continue } - edge3d.append(.quad(p: p, w: Self.getQuadWinding(p))) - /* - edge3d.append(.triangle(n: n, p: (p.0 + p.1 + p.2) / 3.0, v: (p.0, p.1, p.2))) - edge3d.append(.triangle(n: n, p: (p.2 + p.3 + p.0) / 3.0, v: (p.2, p.3, p.0))) - */ + if abs(n.0.y) < 0.25 { continue } + edge3d.append(.flatQuad(quad: q, normal: n.0)) } case .ngon(let v): let p = v.map { obj.positions[$0.p] } @@ -303,9 +112,9 @@ class Collision let bottom = p.map { $0.y }.min()!, top = p.map { $0.y }.max()! let back = p.map { $0.z }.min()!, forward = p.map { $0.z }.max()! let position = Vec3f(left + right, bottom + top, back + forward) / 2.0 - edge3d.append(.aabbFloor(n: n, p: position, - w: (right - left) / 2.0, - d: (forward - back) / 2.0)) + edge3d.append(.aabbFloor(normal: n, origin: position, + width: (right - left) / 2.0, + depth: (forward - back) / 2.0)) } else { @@ -313,7 +122,7 @@ class Collision for i in 1..<(v.count-1) { let p1 = p[i], p2 = p[i + 1] - edge3d.append(.triangle(n: n, p: (p0 + p1 + p2) / 3.0, v: (p0, p1, p2))) + edge3d.append(.triangle(normal: n, origin: (p0 + p1 + p2) / 3.0, tri: Triangle(p0, p1, p2))) } } default: @@ -333,13 +142,13 @@ class Collision var o: Vec3f = .zero, n: Vec3f = .zero switch edge { - case .triangle(let trin, let trip, let triv): - o = trip - n = trin + case .triangle(let norm, let pos, let tri): + o = pos + n = norm - let v0 = triv.1 - triv.0; - let v1 = triv.2 - triv.0; - let v2 = position - triv.0; + let v0 = tri.b - tri.a; + let v1 = tri.c - tri.a; + let v2 = position - tri.a; let iden = 1.0 / (v0.x * v1.z - v1.x * v0.z); let v = (v2.x * v1.z - v1.x * v2.z) * iden; let w = (v0.x * v2.z - v2.x * v0.z) * iden; @@ -360,9 +169,9 @@ class Collision side(triv.2, triv.0, position) >= 0 */ - lines[i + 0] = Line(from: triv.0, to: triv.1, colour: colour) - lines[i + 1] = Line(from: triv.1, to: triv.2, colour: colour) - lines[i + 2] = Line(from: triv.2, to: triv.0, colour: colour) + lines[i + 0] = Line(from: tri.a, to: tri.b, colour: colour) + lines[i + 1] = Line(from: tri.b, to: tri.c, colour: colour) + lines[i + 2] = Line(from: tri.c, to: tri.a, colour: colour) i += 3 case .aabbFloor(let floorn, let floorp, let floorw, let floord): o = floorp @@ -384,7 +193,16 @@ class Collision lines[i + 2] = Line(from: c2, to: c3, colour: XnaColour.GreenYellow) lines[i + 3] = Line(from: c3, to: c0, colour: XnaColour.GreenYellow) i += 4 - case .quad(let verts, let winding): + case .flatQuad(let quad, let normal): + o = (quad.a + quad.b + quad.c + quad.d) / 4.0 + n = normal + let colour = quad.inside(point: position) ? XnaColour.Crimson : XnaColour.GreenYellow + lines[i + 0] = Line(from: quad.a, to: quad.b, colour: colour) + lines[i + 1] = Line(from: quad.b, to: quad.c, colour: colour) + lines[i + 2] = Line(from: quad.c, to: quad.d, colour: colour) + lines[i + 3] = Line(from: quad.d, to: quad.a, colour: colour) + i += 4 + case .quad(let quad, let winding): /* let p = ( verts.0 + (verts.1 - verts.0) * position.x, @@ -406,92 +224,214 @@ class Collision n = .up */ - //n = winding == .ccw ? .up : .down - o = verts.0.lerp(verts.3, 0.5).lerp( - verts.2.lerp(verts.1, 0.5), 0.5) - - /* - let xy = Vec2d(Double(position.x), Double(position.z)) - let a = xy.x - p.0.x - let b = p.1.x - p.0.x - let c = p.3.x - p.0.x - let d = p.0.x - p.1.x + p.2.x - p.3.x - let f = xy.y - p.0.y - let g = p.1.y - p.0.y - let h = p.3.y - p.0.y - let j = p.0.y - p.1.y + p.2.y - p.3.y - let v2 = -c * j - (-d * h) - let v1 = a * j - c * g - (d * f - b * h) - let v0 = a * g - b * f - let vq = (-v1 + sqrt(v1 * v1 - 4.0 * v2 * v0)) / (2.0 * v2) - let uq = (a - c * vq) / (b + d * vq) - let uv = Vec2d(uq, vq) - */ + o = quad.a.lerp(quad.d, 0.5).lerp( + quad.c.lerp(quad.b, 0.5), 0.5) var colour = XnaColour.GreenYellow - -/* -p1 p2 - *------* - | | - | | - *------* -p0 p3 - */ - - let p = winding == .ccw ? (verts.3, verts.2, verts.1, verts.0) : (verts.0, verts.1, verts.2, verts.3) - let vn = ( - (verts.1 - verts.0).cross(verts.3 - verts.0), - (verts.2 - verts.1).cross(verts.0 - verts.1), - (verts.3 - verts.2).cross(verts.1 - verts.2), - (verts.0 - verts.3).cross(verts.2 - verts.3) - ) + let vn = quad.normals n = (vn.0 + vn.1 + vn.2 + vn.3).normalised - let uv = Self.quadSpaceFromCartesian(quad: p, position: position) - if uv.x >= 0.0 && uv.x <= 1.0 && uv.y >= 0.0 && uv.y <= 1.0 - //if uv.x >= -1.0 && uv.x <= 1.0 && uv.y >= -1.0 && uv.y <= 1.0 + if quad.inside(point: position) { - var pp = p.0 - pp += (p.1 - p.0) * uv.x - pp += (p.3 - p.0) * uv.y - pp += (p.0 - p.1 + p.2 - p.3) * uv.x * uv.y + let p = winding == .ccw ? quad.reverse : quad + let uv = p.project(point: position) + guard uv.x.isFinite && uv.y.isFinite else + { + print(p) + break + } + + var pp = p.a + pp += (p.b - p.a) * uv.x + pp += (p.d - p.a) * uv.y + pp += (p.a - p.b + p.c - p.d) * uv.x * uv.y lines[i] = Line(from: o, to: pp, colour: XnaColour.Aquamarine) i += 1 colour = XnaColour.BurlyWood o = pp - n = vn.0.lerp(vn.3, uv.x).lerp( - vn.2.lerp(vn.1, uv.x), winding == .cw ? uv.y : 1.0 - uv.y).normalised + n = vn.0.lerp(vn.1, uv.x).lerp( + vn.3.lerp(vn.2, uv.x), winding == .cw ? uv.y : 1.0 - uv.y).normalised + //let p = verts.0.lerp(verts.1, uv.x).lerp( + // verts.3.lerp(verts.2, uv.x), winding == .cw ? uv.y : 1.0 - uv.y) } - lines[i + 0] = Line(from: verts.0, to: verts.1, colour: colour) - lines[i + 1] = Line(from: verts.1, to: verts.2, colour: colour) - lines[i + 2] = Line(from: verts.2, to: verts.3, colour: colour) - lines[i + 3] = Line(from: verts.3, to: verts.0, colour: colour) + lines[i + 0] = Line(from: quad.a, to: quad.b, colour: colour) + lines[i + 1] = Line(from: quad.b, to: quad.c, colour: colour) + lines[i + 2] = Line(from: quad.c, to: quad.d, colour: colour) + lines[i + 3] = Line(from: quad.d, to: quad.a, colour: colour) i += 4 } - let p = position - let a = p.dot(n) - o.dot(n) - let pissy = p - n * a - - //let d = colin.position - edge.p - //let pissy = edge.p + d.cross(edge.n) - - /* - if a > -1.0 && a <= 0.0 - { - lines[i + 0] = Line(from: o, to: o + n * max(0, a), colour: XnaColour.Magenta) - lines[i + 1] = Line(from: pissy + .up, to: o, colour: XnaColour.Red) - i += 2 - } - */ - lines[i + 0] = Line(from: o, to: o + n * 0.2, colour: XnaColour.Magenta) + lines[i + 0] = Line(from: o, to: o + n * 0.2, colour: XnaColour.Magenta) i += 1 - //lines[i + 4] = Line(from: pissy + Vec3f(-1, 0, 0) * 0.1, to: pissy + Vec3f(1, 0, 0) * 0.1, colour: XnaColour.Red) - //lines[i + 5] = Line(from: pissy + Vec3f( 0,-1, 0) * 0.1, to: pissy + Vec3f(0, 1, 0) * 0.1, colour: XnaColour.Red) - //lines[i + 6] = Line(from: pissy + Vec3f( 0, 0,-1) * 0.1, to: pissy + Vec3f(0, 0, 1) * 0.1, colour: XnaColour.Red) } render.drawGizmos(lines: lines) } } + +extension Collision.Triangle +{ + init(_ a: Vec3f, _ b: Vec3f, _ c: Vec3f) + { + self.init(a: a, b: b, c: c) + } + + fileprivate var normals: (Vec3f, Vec3f, Vec3f) + {( + (b - a).cross(c - a).normalised, + (c - b).cross(a - b).normalised, + (a - c).cross(b - c).normalised) + } + + fileprivate var normal: Vec3f + { + let n = normals + return (n.0 + n.1 + n.2).normalised + } + + func inside(point: Vec3f) -> Bool + { + let p = (b - a, c - a, point - a) + let invDenom = 1.0 / (p.0.x * p.1.z - p.1.x * p.0.z); + let v = invDenom * (p.2.x * p.1.z - p.1.x * p.2.z); + let w = invDenom * (p.0.x * p.2.z - p.2.x * p.0.z); + return v >= 0.0 && w >= 0.0 && v + w <= 1.0 + //let x = 1.0 - v - w + //return v >= 0.0 && w >= 0.0 && 0 <= x && x <= 1.0 + } +} + +extension Collision.Quad +{ + init(_ a: Vec3f, _ b: Vec3f, _ c: Vec3f, _ d: Vec3f) + { + self.init(a: a, b: b, c: c, d: d) + } + + var normals: (Vec3f, Vec3f, Vec3f, Vec3f) + {( + (b - a).cross(d - a).normalised, + (c - b).cross(a - b).normalised, + (d - c).cross(b - c).normalised, + (a - d).cross(c - d).normalised) + } + + fileprivate var winding: Collision.Winding + { + var area: Float = 0.0 + area += (b.x - a.x) * ((a.z + b.z) * 0.5) + area += (c.x - b.x) * ((b.z + c.z) * 0.5) + area += (d.x - c.x) * ((c.z + d.z) * 0.5) + area += (a.x - d.x) * ((d.z + a.z) * 0.5) + return area.sign == .plus ? .ccw : .cw // z is towards us + } + + var reverse: Self + { + Self(a: d, b: c, c: b, d: a) + } + + fileprivate var isFlat: Bool + { + let e = Collision.epsilon + let n = normals + return + abs(n.0.x - n.1.x) <= e && abs(n.0.y - n.1.y) <= e && abs(n.0.z - n.1.z) <= e && + abs(n.0.x - n.2.x) <= e && abs(n.0.y - n.2.y) <= e && abs(n.0.z - n.2.z) <= e && + abs(n.0.x - n.3.x) <= e && abs(n.0.y - n.3.y) <= e && abs(n.0.z - n.3.z) <= e + } + + fileprivate var isSimple: Bool + { + let e = Collision.epsilon + if abs(a.y - b.y) <= e { return abs(c.y - d.y) <= e } + if abs(b.y - c.y) <= e { return abs(d.y - a.y) <= e } + return false + } + + fileprivate var isRectangle: Bool + { + let e: Float = Collision.epsilon + if abs(a.x - b.x) <= e && + abs(b.z - c.z) <= e && + abs(c.x - d.x) <= e && + abs(d.z - a.z) <= e { return true } + if abs(a.z - b.z) <= e && + abs(b.x - c.x) <= e && + abs(c.z - d.z) <= e && + abs(d.x - a.x) <= e { return true } + return false + } + + fileprivate var isRhombus: Bool + { + let e = Float.ulpOfOne + if abs(a.x - c.x) <= e && abs(b.z - d.z) <= e + { + // Exclude kites + return abs(abs(a.z - b.z) - abs(c.z - d.z)) <= e + } + if abs(b.x - d.x) <= e && abs(a.z - c.z) <= e + { + // Exclude kites + return abs(abs(b.x - a.x) - abs(d.x - c.x)) <= e + } + return false + } + + func inside(point p: Vec3f) -> Bool + { + return + Collision.Triangle(a, b, c).inside(point: p) || + Collision.Triangle(c, d, a).inside(point: p) + + /* + let ab = (p.z * v.0.z) * (v.1.x - v.0.x) - (p.x - v.0.x) * (v.1.z - v.0.z) + let bc = (p.z * v.1.z) * (v.2.x - v.1.x) - (p.x - v.1.x) * (v.2.z - v.1.z) + let ca = (p.z * v.2.z) * (v.0.x - v.2.x) - (p.x - v.2.x) * (v.0.z - v.2.z) + return ab * bc > 0 && bc * ca > 0 + */ + /* + let p = Self.getQuadWinding(p) == .ccw + ? (p.3, p.2, p.1, p.0) + : (p.0, p.1, p.2, p.3) + let uv = Self.quadSpaceFromCartesian(quad: p, position: position) + return uv.x >= 0.0 && uv.x <= 1.0 && uv.y >= 0.0 && uv.y <= 1.0 + */ + } + + func project(point: Vec3f) -> Vec2f + { + if isRectangle + { + let ap = point - a, ab = b - a, ad = b - d + return Vec2f(ap.x / ab.x, -ap.z / ad.z) + } + else if isRhombus + { + let pma = Vec2f(point.x - a.x, point.z - a.z) + let idb = 0.5 / Vec2f(d.x - a.x, b.z - a.z) + return Vec2f( + pma.x * idb.x + pma.y * idb.y, + pma.x * idb.x - pma.y * idb.y) + } + + let p = ( + Vec2d(Double(a.x), Double(a.z)), + Vec2d(Double(b.x), Double(b.z)), + Vec2d(Double(c.x), Double(c.z)), + Vec2d(Double(d.x), Double(d.z))) + + let xz = Vec2d(Double(point.x), Double(point.z)) + + let a = xz - p.0 + let b = p.1 - p.0 + let c = p.3 - p.0 + let d = p.0 - p.1 + p.2 - p.3 + let v0 = a.cross(b), v2 = c.cross(-d) + let v1 = a.x * d.y - b.y * c.x - (a.y * d.x - b.x * c.y) + let vq = (-v1 + sqrt(v1 * v1 - 4.0 * v2 * v0)) / (2.0 * v2) + let uq = (a.x - c.x * vq) / (b.x + d.x * vq) + return Vec2f(Float(uq), Float(vq)) + } +} diff --git a/Sources/Test/Objects/Colin.swift b/Sources/Test/Objects/Colin.swift index e72c814..2bcd18f 100644 --- a/Sources/Test/Objects/Colin.swift +++ b/Sources/Test/Objects/Colin.swift @@ -120,40 +120,33 @@ class Colin: Actor response3D(plainPos: origin, plainNorm: normal) - case .triangle(let normal, let origin, let verts): - let p = (verts.1 - verts.0, verts.2 - verts.0, _pos - verts.0) - let invDenom = 1.0 / (p.0.x * p.1.z - p.1.x * p.0.z); - let v = invDenom * (p.2.x * p.1.z - p.1.x * p.2.z); - let w = invDenom * (p.0.x * p.2.z - p.2.x * p.0.z); - let x = 1.0 - v - w - //guard v >= 0.0 && w >= 0.0 && v + w <= 1.0 else { break } - guard v >= 0.0 && w >= 0.0 && 0 <= x && x <= 1.0 else { break } - response3D(plainPos: origin, plainNorm: normal) - - case .quad(let verts, let winding): - let vn = ( - (verts.1 - verts.0).cross(verts.3 - verts.0), - (verts.2 - verts.1).cross(verts.0 - verts.1), - (verts.3 - verts.2).cross(verts.1 - verts.2), - (verts.0 - verts.3).cross(verts.2 - verts.3) - ) - - let uv = Collision.quadSpaceFromCartesian(quad: - winding == .ccw ? (verts.3, verts.2, verts.1, verts.0) : (verts.0, verts.1, verts.2, verts.3) - , position: _pos) - if uv.x >= 0.0 && uv.x <= 1.0 && uv.y >= 0.0 && uv.y <= 1.0 + case .triangle(let normal, let origin, let triangle): + if triangle.inside(point: _pos) { - //var pp = p.0 - //pp += (p.1 - p.0) * uv.x - //pp += (p.3 - p.0) * uv.y - //pp += (p.0 - p.1 + p.2 - p.3) * uv.x * uv.y - let p = verts.0.lerp(verts.1, uv.x).lerp( - verts.3.lerp(verts.2, uv.x), winding == .cw ? uv.y : 1.0 - uv.y) - let n = vn.0.lerp(vn.3, uv.x).lerp( - vn.2.lerp(vn.1, uv.x), winding == .cw ? uv.y : 1.0 - uv.y).normalised - - response3D(plainPos: Vec3f(_pos.x, p.y, _pos.z), plainNorm: n) + response3D(plainPos: origin, plainNorm: normal) } + + case .flatQuad(let quad, let normal): + if quad.inside(point: _pos) + { + response3D(plainPos: quad.a, plainNorm: normal) + } + + case .quad(let quad, let winding): + if !quad.inside(point: _pos) { continue } + let d = winding == .ccw ? quad.reverse : quad + let uv = d.project(point: _pos) + //var pp = p.0 + //pp += (p.1 - p.0) * uv.x + //pp += (p.3 - p.0) * uv.y + //pp += (p.0 - p.1 + p.2 - p.3) * uv.x * uv.y + let p = quad.a.lerp(quad.b, uv.x).lerp( + quad.d.lerp(quad.c, uv.x), winding == .cw ? uv.y : 1.0 - uv.y) + let vn = quad.normals + let n = vn.0.lerp(vn.1, uv.x).lerp( + vn.3.lerp(vn.2, uv.x), winding == .cw ? uv.y : 1.0 - uv.y).normalised + + response3D(plainPos: Vec3f(_pos.x, p.y, _pos.z), plainNorm: n) /* let p = ( verts.0 + (verts.1 - verts.0) * _pos.x, diff --git a/Sources/Test/Resources/Models/World.obj b/Sources/Test/Resources/Models/World.obj index 9252aa9..e4b3355 100644 --- a/Sources/Test/Resources/Models/World.obj +++ b/Sources/Test/Resources/Models/World.obj @@ -671,22 +671,22 @@ v 14.500000 2.000000 -11.500000 v 17.500000 2.000000 -11.500000 v 17.125000 0.000000 -11.000000 v 17.125000 1.000000 -11.000000 -v 23.875000 2.500000 -22.000000 -v -22.000000 2.500000 -23.875000 -v 22.000000 2.500000 -23.875000 -v -23.875000 2.500000 22.000000 -v -23.875000 2.500000 -22.000000 -v 23.875000 2.500000 22.000000 -v 22.000000 2.500000 23.875000 -v -22.000000 2.500000 23.875000 -v 23.875000 2.187500 -22.000000 -v 23.875000 2.187500 22.000000 +v 23.875000 2.500000 -21.948200 +v -21.948200 2.500000 -23.875000 +v 21.948200 2.500000 -23.875000 +v -23.875000 2.500000 21.948200 +v -23.875000 2.500000 -21.948200 +v 23.875000 2.500000 21.948200 +v 21.948200 2.500000 23.875000 +v -21.948200 2.500000 23.875000 +v 23.875000 2.187500 -21.948200 +v 23.875000 2.187500 21.948200 v -0.500000 1.250000 24.500000 -v -23.875000 2.187500 22.000000 -v -22.000000 2.187500 -23.875000 -v 22.000000 2.187500 -23.875000 -v 22.000000 2.187500 23.875000 -v -23.875000 2.187500 -22.000000 +v -23.875000 2.187500 21.948200 +v -21.948200 2.187500 -23.875000 +v 21.948200 2.187500 -23.875000 +v 21.948200 2.187500 23.875000 +v -23.875000 2.187500 -21.948200 v -2.000000 0.375000 -14.000000 v -1.732051 0.375000 -15.000000 v 1.732051 0.375000 -13.000000 @@ -783,7 +783,7 @@ v 0.500000 0.000000 24.000000 v 0.500000 1.250000 24.500000 v -0.500000 0.000000 24.500000 v 0.500000 0.000000 24.500000 -v -22.000000 2.187500 23.875000 +v -21.948200 2.187500 23.875000 v -0.500000 0.000000 24.000000 v 0.500000 1.250000 24.000000 v -0.500000 1.250000 24.000000 @@ -1707,6 +1707,30 @@ v -4.600049 -0.750000 27.000000 v -4.600001 -0.750000 25.500010 v -4.600000 -2.000000 24.500000 v -4.600000 -2.000000 27.000000 +v -8.400000 -0.750000 24.500000 +v -19.059088 0.524560 -5.194864 +v -18.711447 0.033282 -3.703163 +v -17.891659 1.556996 -5.257978 +v -17.252966 0.194427 -4.045641 +v -18.303152 1.114328 -8.147015 +v -19.778090 0.013537 -7.141059 +v -17.035921 -0.011267 -6.897754 +v -18.346947 1.123326 -6.132575 +v -16.000000 0.000000 -4.585786 +v -17.414213 0.000000 -6.000000 +v -16.000000 0.000000 -7.414214 +v -19.059088 0.000000 -5.194864 +v -18.711447 0.000000 -3.703163 +v -17.891659 0.000000 -5.257978 +v -17.252966 0.000000 -4.045641 +v -18.303152 0.000000 -8.147015 +v -19.778090 0.000000 -7.141059 +v -17.035921 0.000000 -6.897754 +v -18.346947 0.000000 -6.132575 +v -14.513184 0.000000 -1.512653 +v -13.702828 0.120162 -2.164119 +v -15.931346 0.563622 -2.164119 +v -14.513184 0.000000 -2.815586 vn -0.7643 0.6115 -0.2048 vn 0.7643 0.6115 0.2048 vn -0.5595 0.6115 -0.5595 @@ -1737,13 +1761,13 @@ vn 0.2903 -0.0000 -0.9569 vn 0.7730 -0.0000 -0.6344 vn -0.1871 -0.0000 0.9823 vn -0.1871 -0.0000 -0.9823 -vn 0.6396 -0.4264 0.6396 +vn 0.5883 -0.5548 0.5883 vn -0.0000 -0.5547 -0.8321 vn 0.8321 -0.5547 -0.0000 -vn -0.6396 -0.4264 0.6396 -vn -0.6396 -0.4264 -0.6396 +vn -0.5883 -0.5548 0.5883 +vn -0.5883 -0.5548 -0.5883 vn -0.0000 -0.5547 0.8321 -vn 0.6396 -0.4264 -0.6396 +vn 0.5883 -0.5548 -0.5883 vn -0.8321 -0.5547 -0.0000 vn -0.3560 -0.9345 -0.0000 vn -0.0000 1.0000 -0.0000 @@ -2462,6 +2486,17 @@ vn -0.5000 0.7071 0.5000 vn 0.5000 0.7071 0.5000 vn -0.5000 0.7071 -0.5000 vn 0.3878 0.9217 -0.0000 +vn -0.2489 0.7541 0.6078 +vn 0.0094 0.9999 -0.0043 +vn 0.8847 -0.0000 -0.4661 +vn -0.9739 -0.0000 0.2270 +vn 0.2286 -0.0000 0.9735 +vn -0.0540 -0.0000 -0.9985 +vn -0.5760 -0.0000 0.8174 +vn 0.7020 -0.0000 -0.7121 +vn 0.5041 -0.0000 0.8637 +vn -0.5635 -0.0000 -0.8261 +vn 0.1952 0.9808 -0.0000 vt 0.000000 0.000000 vt 0.000000 1.000000 vt 0.292635 1.000000 @@ -4126,6 +4161,21 @@ f 1309/199/125 1307/199/125 396/199/125 398/199/125 f 420/199/112 1296/199/112 1295/199/112 421/199/112 1294/199/112 419/199/112 422/199/112 423/199/112 424/199/112 417/199/112 f 1310/199/112 425/199/112 1299/199/112 1298/199/112 399/199/112 397/199/112 f 427/199/112 1311/199/112 418/199/112 401/199/112 426/199/112 1300/199/112 +f 1313/199/828 1314/231/828 1316/230/828 1315/887/828 +f 1317/199/829 1318/231/829 1320/230/829 1319/887/829 +f 1230/887/77 1231/230/77 1323/230/77 1322/887/77 +f 1228/199/85 1230/887/85 1322/887/85 1321/199/85 +f 1231/230/82 1229/231/82 1323/230/82 +f 1228/199/83 1321/199/83 1229/231/83 +f 1315/887/830 1316/230/830 1327/230/830 1326/887/830 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