Summary

Euler angles. Unlike a Rotation, Euler angles can represent multiple revolutions (rotations) around an axis, but suffer from issues like gimbal lock and lack of a defined "up" vector. Use Rotation for most cases.

Constructors

Angles

Initializes the angles object with given components.

Fields

pitch	The pitch component, typically up/down.
roll	The roll component, basically rotation around the axis.
yaw	The yaw component, typically left/right.

Properties

Forward	The forward direction vector for this angle.
Normal	Returns normalized version of this object, meaning the angle on each axis is normalized to range of (-180,180].

Methods

AsVector3	Return as a Vector3, where x = pitch etc
Clamped	Returns clamped version of this object, meaning the angle on each axis is transformed to range of [0,360).
IsNearlyZero	Returns true if this angles object's components are all nearly zero with given tolerance.
LerpTo	Performs linear interpolation on the two given angle objects.
SnapToGrid	Snap to grid
ToRotation	Converts these Euler angles to a rotation. The angles will be normalized.
WithPitch	Returns this angles object with given pitch component.
WithRoll	Returns this angles object with given roll component.
WithYaw	Returns this angles object with given yaw component.

Static Fields

Zero	An angle constant that has all its values set to 0. Use this instead of making a static 0,0,0 object yourself.

Static Properties

Random

Returns the angles of a uniformly random rotation.

Static Methods

AngleVector	Converts an angle to a forward vector.
ClampAngle	Clamps the angle to range of [0, 360)
Lerp	Performs linear interpolation on the two given angle objects.
NormalizeAngle	Normalizes the angle to range of (-180, 180]
Parse	Given a string, try to convert this into an angles object. The format is "p,y,r".
TryParse