doodle.core.ClosedPath.scala Maven / Gradle / Ivy
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/*
* Copyright 2015 Creative Scala
*
* Licensed under the Apache License, Version 2.0 (the "License");
* you may not use this file except in compliance with the License.
* You may obtain a copy of the License at
*
* http://www.apache.org/licenses/LICENSE-2.0
*
* Unless required by applicable law or agreed to in writing, software
* distributed under the License is distributed on an "AS IS" BASIS,
* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
* See the License for the specific language governing permissions and
* limitations under the License.
*/
package doodle
package core
/** Elements are stored in reversed order to make appending, the most common
* operation, more efficient.
*/
final case class ClosedPath private (reversed: List[PathElement]) {
def add(element: PathElement): ClosedPath =
new ClosedPath(element :: reversed)
def append(elements: List[PathElement]): ClosedPath =
new ClosedPath(elements.reverse ++ reversed)
def append(path: ClosedPath): ClosedPath =
new ClosedPath(path.reversed ++ reversed)
def elements: List[PathElement] = reversed.reverse
def open: OpenPath = OpenPath(reversed)
def moveTo(point: Point): ClosedPath =
add(PathElement.moveTo(point))
def moveTo(x: Double, y: Double): ClosedPath =
moveTo(Point.cartesian(x, y))
def moveTo(r: Double, angle: Angle): ClosedPath =
moveTo(Point.polar(r, angle))
def lineTo(point: Point): ClosedPath =
add(PathElement.lineTo(point))
def lineTo(x: Double, y: Double): ClosedPath =
lineTo(Point.cartesian(x, y))
def lineTo(r: Double, angle: Angle): ClosedPath =
lineTo(Point.polar(r, angle))
def curveTo(cp1: Point, cp2: Point, to: Point): ClosedPath =
add(PathElement.curveTo(cp1, cp2, to))
def curveTo(
cp1X: Double,
cp1Y: Double,
cp2X: Double,
cp2Y: Double,
toX: Double,
toY: Double
): ClosedPath =
curveTo(
Point(cp1X, cp1Y),
Point(cp2X, cp2Y),
Point(toX, toY)
)
def curveTo(
cp1R: Double,
cp1Angle: Angle,
cp2R: Double,
cp2Angle: Angle,
toR: Double,
toAngle: Angle
): ClosedPath =
curveTo(
Point(cp1R, cp1Angle),
Point(cp2R, cp2Angle),
Point(toR, toAngle)
)
}
object ClosedPath {
val empty: ClosedPath = ClosedPath(List.empty)
def apply(elts: List[PathElement]): ClosedPath =
new ClosedPath(elts.reverse)
def circle(center: Point, diameter: Double): ClosedPath =
circle(center.x, center.y, diameter)
def circle(x: Double, y: Double, diameter: Double): ClosedPath =
ClosedPath(PathElement.circle(x, y, diameter))
def line(x: Double, y: Double): ClosedPath =
ClosedPath(PathElement.line(x, y))
def pie(center: Point, diameter: Double, angle: Angle): ClosedPath =
pie(center.x, center.y, diameter, angle)
/** Create a `ClosedPath` representing a pie slice: a line from `(x, y)` to
* `(x + diameter / 2, y)`, followed by a circular arc, followed by a line
* back to the start.
*/
def pie(x: Double, y: Double, diameter: Double, angle: Angle): ClosedPath =
ClosedPath(
List(
PathElement.moveTo(x, y),
PathElement.lineTo(x + (diameter / 2.0), y)
) ++
PathElement.arc(x, y, diameter, angle).drop(1) :+ PathElement.lineTo(
x,
y
)
)
def regularPolygon(sides: Int, radius: Double): ClosedPath =
ClosedPath(PathElement.regularPolygon(sides, radius))
def star(
points: Int,
outerRadius: Double,
innerRadius: Double
): ClosedPath =
ClosedPath(PathElement.star(points, outerRadius, innerRadius))
def equilateralTriangle(width: Double): ClosedPath =
ClosedPath(PathElement.equilateralTriangle(width))
def triangle(width: Double, height: Double): ClosedPath =
ClosedPath(PathElement.triangle(width, height))
def rightArrow(width: Double, height: Double): ClosedPath =
ClosedPath(PathElement.rightArrow(width, height))
def roundedRectangle(
width: Double,
height: Double,
radius: Double
): ClosedPath =
ClosedPath(PathElement.roundedRectangle(width, height, radius))
def interpolatingSpline(points: Seq[Point]): ClosedPath =
ClosedPath(PathElement.interpolatingSpline(points))
def catmulRom(
points: Seq[Point],
tension: Double = 0.5
): ClosedPath =
ClosedPath(PathElement.catmulRom(points, tension))
}
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