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Polygons

Arc​

Arc([arc, radius, orbit], anchor?=, cap?, pos?, angle?) -> shape

Returns an arc Polygon. An arc is curved line that follows the edge of a circle. This can be used by functions like PolygonCollider or PolygonSprite.

  • arc (Number): The angular width of the arc in radians. For example, 0.25rev would make an arc that covered one quarter of a circle.
  • radius (Number): The half-width of the line that you would like to draw.
  • orbit (Number): The distance from the line to the focal point of the arc. A smaller number makes a tighter arc.
  • cap (Boolean): Whether the ends of the arc are rounded.
  • anchor (Number): If set to 1 (the default), the center of the arc's line will be placed at the origin. If set to 0, the focal point of the arc will be placed at the origin.
  • pos (Vector): offsets the arc from the origin by this amount.
  • angle (Number): rotates the arc by this angle, specified in radians.

Capsule​

Capsule([extent, radius], pos?=, angle?) -> shape

Returns a capsule Polygon. A capsule is a single horizontal line segment with rounded ends.

  • pos (Vector): Offsets the position of the capsule by the given vector.
  • angle (Number): Rotates the capsule by the given angle in radians.

A capsule has two focal points, each in the center of its two rounded ends.

  • extent (Number): Defines the distance from the center of the capsule to the two focal points. In other words, defines the half-width of the capsule.
  • radius (Number): Defines the distance from a focal point to the edge of the capsule. In other words, defines the half-height of the capsule.

Circle​

Circle([radius], pos?=) -> shape

Returns a circle Polygon.

  • radius controls the width of the circle. It is the distance from the center of the circle to the edge of the circle.
  • pos sets the position of the circle.

Equilateral​

Equilateral(numPoints, [radius], pos?=, angle?) -> shape

Returns an equilateral Polygon. An equilateral polygon is a regular polygon with all sides and angles equal.

  • numPoints is the number of points in the polygon. If it is less than 3, the polygon will be a circle.
  • radius controls the width of the polygon. It is the distance from the center of the polygon to the edge of the polygon.
  • pos and angle sets the position and angle of the polygon respectively.

Line​

Line(points, [radius], cap?=, headCap?, tailCap?, headTilt?, tailTilt?) -> shape

Returns a line Polygon.

  • points is an array of points that form the line. Each point will be connected to the next point in the array.
  • radius controls the radius of the line. If it is a single number, the line will have a constant radius. If it is an array of two numbers, the line's radius will be tapered from the first number to the second number. If there are more than two numbers provided, only the first and last number will be used.
  • If cap is true, then both of the line's ends will be rounded.
  • If headCap is true, then the first point in the line will be rounded.
  • If tailCap is true, then the last point in the line will be rounded.
  • headTilt and tailTilt control the tilt of the line's ends. A value of 0 will make the line's ends perpendicular to the line, whereas a non-zero value will tilt the line's ends by that amount.

Polygon​

Polygon(points, border?=) -> shape

Returns a polygon shape.

  • points (Array): an array of points that form the perimeter of the polygon. Each point will be connected to the next point in the array, and then the last point will be connected back onto the first point.

Rectangle​

Rectangle(pos?=, angle?, width, height) -> shape

Returns a rectangle Polygon.

  • pos (Vector): Offsets the position of this rectangle by the given vector.
  • angle (Number): Rotates the rectangle by the given angle in radians.
  • width (Number): The width of the rectangle.
  • height (Number): The height of the rectangle.

Sector​

Sector(arc, [radius], pos?=, angle?) -> shape

Returns a sector Polygon. A sector is a portion of a circle enclosed by two radii and an arc.

  • arc is the angular width of the sector in radians.
  • radius controls the size of the sector. It is the distance from the center of the sector's circle to the edge of the sector.
  • pos and angle sets the position and angle of the sector respectively.