Rename project() to projected()

Sources/Mesh+CSG.swift

@@ -443,7 +443,7 @@ public extension Mesh {
             // Project each corner of mesh bounds onto plane to find radius
             var radius = 0.0
             for corner in mesh.bounds.corners {
-                let p = corner.project(onto: plane)
+                let p = corner.projected(onto: plane)
                 radius = max(radius, p.lengthSquared)
             }
             radius = radius.squareRoot()

Sources/Path+Shapes.swift

@@ -457,7 +457,7 @@ public extension Path {
             var p0 = points[0]
             for p1 in points.dropFirst() {
                 let v = p1.position - p0.position
-                let l = v.project(onto: pathPlane.rawValue).length
+                let l = v.projected(onto: pathPlane.rawValue).length
                 if l < v.length * 0.9 {
                     aligned = false
                     break
@@ -479,11 +479,11 @@ public extension Path {
         var p1 = points[1]
         var p0p1 = (p1.position - p0.position)
         if align == .axis {
-            p0p1 = p0p1.project(onto: pathPlane.rawValue)
+            p0p1 = p0p1.projected(onto: pathPlane.rawValue)
         }
         rotateShape(by: rotationBetweenVectors(p0p1, shapeNormal))
         if align != .axis, axisAligned {
-            p0p1 = p0p1.project(onto: pathPlane.rawValue)
+            p0p1 = p0p1.projected(onto: pathPlane.rawValue)
         }
 
         func rotationBetween(_ a: Path?, _ b: Path, checkSign: Bool = true) -> Rotation {
@@ -527,7 +527,7 @@ public extension Path {
         func addShape(_ p2: PathPoint) {
             var p1p2 = (p2.position - p1.position)
             if axisAligned {
-                p1p2 = p1p2.project(onto: pathPlane.rawValue)
+                p1p2 = p1p2.projected(onto: pathPlane.rawValue)
             }
             let r = rotationBetweenVectors(p1p2, p0p1) / 2
             rotateShape(by: r)

Sources/Vector.swift

@@ -281,10 +281,16 @@ public extension Vector {
     /// Returns the nearest point on the specified plane to the vector (representing a position in space).
     /// - Parameter plane: The plane to project onto.
     /// - Returns: The nearest point in 3D space that lies on the plane.
-    func project(onto plane: Plane) -> Vector {
+    func projected(onto plane: Plane) -> Vector {
         self - plane.normal * distance(from: plane)
     }
 
+    /// Deprecated.
+    @available(*, deprecated, renamed: "projected(onto:)")
+    func project(onto plane: Plane) -> Vector {
+        projected(onto: plane)
+    }
+
     /// Returns the distance between the vector (representing a position in space) from the specified line.
     /// - Parameter line: The line to compare with.
     /// - Returns: The absolute perpendicular distance between the point and line.
@@ -295,9 +301,15 @@ public extension Vector {
     /// Returns the nearest point on the specified line to the vector (representing a position in space).
     /// - Parameter line: The line to project onto.
     /// - Returns: The nearest point in 3D space that lies on the line.
-    func project(onto line: Line) -> Vector {
+    func projected(onto line: Line) -> Vector {
         line.direction * (self - line.origin).dot(line.direction) - line.origin
     }
+
+    /// Deprecated.
+    @available(*, deprecated, renamed: "projected(onto:)")
+    func project(onto line: Line) -> Vector {
+        projected(onto: line)
+    }
 }
 
 extension Vector: UnkeyedCodable {

Sources/Vertex.swift

@@ -175,12 +175,12 @@ public extension Vertex {
     /// - Parameter plane: The ``Plane`` against which the vertices are to be reflected.
     /// - Returns: A ``Vertex`` representing the reflected vertex.
     func reflected(along plane: Plane) -> Vertex {
-        let p = position.project(onto: plane)
+        let p = position.projected(onto: plane)
         let d = position - p
         let reflectedPosition = p - d
 
         let np = position + normal
-        let n = np.project(onto: plane)
+        let n = np.projected(onto: plane)
         let nd = np - n
         let reflectedNormalPosition = n - nd
         let reflectedNormal = reflectedPosition - reflectedNormalPosition

Tests/LineTests.swift

@@ -29,31 +29,31 @@ class LineTests: XCTestCase {
     func testProjectPointDown() {
         let l = Line(unchecked: .zero, direction: .unitX)
         let p = Vector(2, -2, 0)
-        XCTAssertEqual(p.project(onto: l), Vector(2, 0, 0))
+        XCTAssertEqual(p.projected(onto: l), Vector(2, 0, 0))
     }
 
     func testProjectPointUp() {
         let l = Line(unchecked: .zero, direction: .unitX)
         let p = Vector(3, 1, 0)
-        XCTAssertEqual(p.project(onto: l), Vector(3, 0, 0))
+        XCTAssertEqual(p.projected(onto: l), Vector(3, 0, 0))
     }
 
     func testProjectPointRight() {
         let l = Line(unchecked: .zero, direction: .unitY)
         let p = Vector(-3, 1, 0)
-        XCTAssertEqual(p.project(onto: l), .unitY)
+        XCTAssertEqual(p.projected(onto: l), .unitY)
     }
 
     func testProjectPointLeft() {
         let l = Line(unchecked: .zero, direction: .unitY)
         let p = Vector(3, -5, 0)
-        XCTAssertEqual(p.project(onto: l), Vector(0, -5, 0))
+        XCTAssertEqual(p.projected(onto: l), Vector(0, -5, 0))
     }
 
     func testProjectPointDiagonal() {
         let l = Line(unchecked: .zero, direction: Vector(1, 1, 0).normalized())
         let p = Vector(0, 2, 0)
-        XCTAssert(p.project(onto: l).isEqual(to: Vector(1, 1, 0)))
+        XCTAssert(p.projected(onto: l).isEqual(to: Vector(1, 1, 0)))
     }
 
     // MARK: Line intersection