Ray

Ray

Overview

Description

A Ray represents a ray in 3D space. It is defined by two properties: the origin and the direction. It is commonly used in calculations such as collision detection, raycasting, and geometry operations.

Properties

Origin

Vector3 The starting point of the ray in 3D space.

Code Samples

local Origin = Vector3.new(0, 50, 0)
local Direction = Vector3.new(0, 0, -3000)
local Ray = Ray.new(Origin, Direction)
print(Ray.Origin)

Direction

Vector3 The normalized vector indicating the direction of the ray.

Code Samples

local Origin = Vector3.new(0, 50, 0)
local Direction = Vector3.new(0, 0, -3000)
local Ray = Ray.new(Origin, Direction)
print(Ray.Direction)

Unit

Ray where the direction vector is normalized.

Code Samples

Constructors

new

Creates a new Ray instance with the given Origin and Direction.

Parameters

Vector3 InOrigin	The origin point of the ray in 3D space.
Vector3 InDirection	The direction vector of the ray. It is usually normalized.

Return

Ray	A new `Ray` instance.

Code Samples

local Origin = Vector3.new(0, 50, 0)
local Direction = Vector3.new(0, 0, -3000)
local Ray = Ray.new(Origin, Direction)
print(Ray)

Methods

ClosestPoint

Finds the closest point on the ray to a given point in 3D space.

Parameters

Vector3 InPoint	The point in 3D space to find the closest point to.

Return

Vector3	The closest point on the ray to the provided point.

Code Samples

Distance

Calculates the perpendicular distance between the ray and a given point.

Parameters

Vector3 InPoint	The point in 3D space to calculate the perpendicular distance to.

Return

number	The distance between the ray and the point.

Code Samples