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C# Class Nez.Tweens.Lerps

ファイルを表示 Open project: prime31/Nez Class Usage Examples

Public Methods

Method	Description
angleLerp ( Vector2 from, Vector2 to, float t ) : Vector2
ease ( EaseType easeType, Microsoft.Xna.Framework.Color from, Microsoft.Xna.Framework.Color to, float t, float duration ) : Microsoft.Xna.Framework.Color
ease ( EaseType easeType, Microsoft.Xna.Framework.Quaternion from, Microsoft.Xna.Framework.Quaternion to, float t, float duration ) : Microsoft.Xna.Framework.Quaternion
ease ( EaseType easeType, Rectangle from, Rectangle to, float t, float duration ) : Rectangle
ease ( EaseType easeType, Vector2 from, Vector2 to, float t, float duration ) : Vector2
ease ( EaseType easeType, Microsoft.Xna.Framework.Vector3 from, Microsoft.Xna.Framework.Vector3 to, float t, float duration ) : Microsoft.Xna.Framework.Vector3
ease ( EaseType easeType, Vector4 from, Vector4 to, float t, float duration ) : Vector4
ease ( EaseType easeType, float from, float to, float t, float duration ) : float
easeAngle ( EaseType easeType, Vector2 from, Vector2 to, float t, float duration ) : Vector2
fastSpring ( Vector2 currentValue, Vector2 targetValue, Vector2 &velocity, float dampingRatio, float angularFrequency ) : Vector2	uses the semi-implicit euler method. slower, but always stable. see http://allenchou.net/2015/04/game-math-more-on-numeric-springing/
fastSpring ( float currentValue, float targetValue, float &velocity, float dampingRatio, float angularFrequency ) : float	uses the semi-implicit euler method. faster, but not always stable. see http://allenchou.net/2015/04/game-math-more-on-numeric-springing/
lerp ( Microsoft.Xna.Framework.Color from, Microsoft.Xna.Framework.Color to, float t ) : Microsoft.Xna.Framework.Color
lerp ( Rectangle from, Rectangle to, float t ) : Rectangle
lerp ( Vector2 from, Vector2 to, float t ) : Vector2
lerp ( Microsoft.Xna.Framework.Vector3 from, Microsoft.Xna.Framework.Vector3 to, float t ) : Microsoft.Xna.Framework.Vector3
lerp ( Vector4 from, Vector4 to, float t ) : Vector4
lerp ( float from, float to, float t ) : float
lerpDamp ( float source, float target, float smoothing ) : float	A smoothing rate of zero will give you back the target value (i.e. no smoothing), and a rate of 1 is technically not allowed, but will just give you back the source value (i.e. infinite smoothing). Note that this is the opposite of the way a lerp parameter works, but if you so desire, you can just use additive inverse of the smoothing parameter inside the Pow. Smoothing rate dictates the proportion of source remaining after one second
lerpTowards ( Vector2 from, Vector2 to, float remainingFactorPerSecond, float deltaTime ) : Vector2
lerpTowards ( Microsoft.Xna.Framework.Vector3 followerCurrentPosition, Microsoft.Xna.Framework.Vector3 targetPreviousPosition, Microsoft.Xna.Framework.Vector3 targetCurrentPosition, float smoothFactor, float deltaTime ) : Microsoft.Xna.Framework.Vector3
lerpTowards ( Microsoft.Xna.Framework.Vector3 from, Microsoft.Xna.Framework.Vector3 to, float remainingFactorPerSecond, float deltaTime ) : Microsoft.Xna.Framework.Vector3
lerpTowards ( float from, float to, float remainingFactorPerSecond, float deltaTime ) : float	remainingFactorPerSecond is the percentage of the distance it covers every second. should be between 0 and 1. if it's 0.25 it means it covers 75% of the remaining distance every second independent of the framerate
stableSpring ( Vector2 currentValue, Vector2 targetValue, Vector2 &velocity, float dampingRatio, float angularFrequency ) : Vector2	uses the implicit euler method. faster, but not always stable. see http://allenchou.net/2015/04/game-math-more-on-numeric-springing/
stableSpring ( float currentValue, float targetValue, float &velocity, float dampingRatio, float angularFrequency ) : float	uses the implicit euler method. slower, but always stable. see http://allenchou.net/2015/04/game-math-more-on-numeric-springing/

Method Details