new Plane(normal, constant)
Constructs a new plane with the given values.
Parameters:
Name | Type | Default | Description |
---|---|---|---|
normal |
Vector3 | The normal vector of the plane. |
|
constant |
Number | 0 | The distance of the plane from the origin. |
Members
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constant :Number
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The distance of the plane from the origin.
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normal :Vector3
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The normal vector of the plane.
Methods
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clone() → {Plane}
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Creates a new plane and copies all values from this plane.
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copy(plane) → {Plane}
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Copies all values from the given plane to this plane.
Parameters:
Name Type Description plane
Plane The plane to copy.
-
distanceToPoint(point) → {Number}
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Computes the signed distance from the given 3D vector to this plane. The sign of the distance indicates the half-space in which the points lies. Zero means the point lies on the plane.
Parameters:
Name Type Description point
Vector3 A point in 3D space.
Returns:
Number -The signed distance.
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equals(plane) → {Boolean}
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Returns true if the given plane is deep equal with this plane.
Parameters:
Name Type Description plane
Plane The plane to test.
Returns:
Boolean -The result of the equality test.
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fromCoplanarPoints(a, b, c) → {Plane}
-
Sets the values of the plane from three given coplanar points.
Parameters:
Name Type Description a
Vector3 A coplanar point.
b
Vector3 A coplanar point.
c
Vector3 A coplanar point.
-
fromNormalAndCoplanarPoint(normal, point) → {Plane}
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Sets the values of the plane from the given normal vector and a coplanar point.
Parameters:
Name Type Description normal
Vector3 A normalized vector.
point
Vector3 A coplanar point.
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intersectPlane(plane, result) → {Vector3}
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Performs a plane/plane intersection test and stores the intersection point to the given 3D vector. If no intersection is detected, null is returned.
Reference: Intersection of Two Planes in Real-Time Collision Detection by Christer Ericson (chapter 5.4.4)
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intersectsPlane(plane) → {Boolean}
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Returns true if the given plane intersects this plane.
Parameters:
Name Type Description plane
Plane The plane to test.
Returns:
Boolean -The result of the intersection test.
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projectPoint(point, result) → {Vector3}
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Projects the given point onto the plane. The result is written to the given vector.
Parameters:
Name Type Description point
Vector3 The point to project onto the plane.
result
Vector3 The projected point.
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set(normal, constant) → {Plane}
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Sets the given values to this plane.
Parameters:
Name Type Description normal
Vector3 The normal vector of the plane.
constant
Number The distance of the plane from the origin.