API reference

TeleportArcGravity Class

Extends MonoBehaviour

Implements IPolyline

This is a parabolic shot.

Gravity and speed are used to calculate the points along the arc. It also contains a series of modifiers in order to adjust the origin of the arc to adapt better in different situations such as when pointing at your feet, far away or up high

Protected Fields

_started : bool

Signature

bool _started

Properties

GravityModifier : float [Get][Set]	Signature float GravityModifier
PitchCurve : AnimationCurve [Get][Set]	Signature AnimationCurve PitchCurve
PointsCount : int [Get][Set]	Max number of points that define the polyline. Signature int PointsCount
RangeCurve : AnimationCurve [Get][Set]	Signature AnimationCurve RangeCurve
StabilizationMixCurve : AnimationCurve [Get][Set]	Signature AnimationCurve StabilizationMixCurve

Protected Methods

Start ()	Signature virtual void Start() Returns `void`
Update ()	Signature virtual void Update() Returns `void`

Methods

InjectAllTeleportArcGravity ( origin , stabilizationPoint )	Signature void InjectAllTeleportArcGravity(Transform origin, Transform stabilizationPoint) Parameters `origin: Transform` `stabilizationPoint: Transform` Returns `void`
InjectOrigin ( origin )	Signature void InjectOrigin(Transform origin) Parameters `origin: Transform` Returns `void`
InjectStabilizationPoint ( stabilizationPoint )	Signature void InjectStabilizationPoint(Transform stabilizationPoint) Parameters `stabilizationPoint: Transform` Returns `void`
PointAtIndex ( index )	Calculates the position N vertex of the polyline. Signature Vector3 PointAtIndex(int index) Parameters `index: int` The N vertex of the polyline been queried. Returns `Vector3` The position of the polyline at the index-th point
UpdateArcParameters ()	Signature void UpdateArcParameters() Returns `void`