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C# Класс Box2D.Collision.Collision

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Открытые свойства

Свойство	Тип	Описание
NULL_FEATURE	int

Открытые методы

Метод	Описание
ClipSegmentToLine ( ClipVertex vOut, ClipVertex vIn, Vec2 normal, float offset, int vertexIndexA ) : int	Clipping for contact manifolds. Sutherland-Hodgman clipping.
CollideCircles ( Manifold manifold, CircleShape circle1, Transform xfA, CircleShape circle2, Transform xfB ) : void	Compute the collision manifold between two circles.
CollideEdgeAndCircle ( Manifold manifold, EdgeShape edgeA, Transform xfA, CircleShape circleB, Transform xfB ) : void
CollideEdgeAndPolygon ( Manifold manifold, EdgeShape edgeA, Transform xfA, PolygonShape polygonB, Transform xfB ) : void
CollidePolygonAndCircle ( Manifold manifold, PolygonShape polygon, Transform xfA, CircleShape circle, Transform xfB ) : void	Compute the collision manifold between a polygon and a circle.
CollidePolygons ( Manifold manifold, PolygonShape polyA, Transform xfA, PolygonShape polyB, Transform xfB ) : void	Compute the collision manifold between two polygons.
Collision ( IWorldPool argPool ) : System
EdgeSeparation ( PolygonShape poly1, Transform xf1, int edge1, PolygonShape poly2, Transform xf2 ) : float	Find the separation between poly1 and poly2 for a given edge normal on poly1.
FindIncidentEdge ( ClipVertex c, PolygonShape poly1, Transform xf1, int edge1, PolygonShape poly2, Transform xf2 ) : void
FindMaxSeparation ( EdgeResults results, PolygonShape poly1, Transform xf1, PolygonShape poly2, Transform xf2 ) : void	Find the max separation between poly1 and poly2 using edge normals from poly1.
GetPointStates ( PointState state1, PointState state2, Manifold manifold1, Manifold manifold2 ) : void	Compute the point states given two manifolds. The states pertain to the transition from manifold1 to manifold2. So state1 is either persist or remove while state2 is either add or persist.
TestOverlap ( Shape shapeA, int indexA, Shape shapeB, int indexB, Transform xfA, Transform xfB ) : bool	Determine if two generic shapes overlap.

Описание методов

Описание свойств