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RT.Geometry
RT.Geometry
Arc
D
Bounding
Box
D
Circle
D
Decode
Svg
Path
Edge
D
Geom
Ut
AngleDifference
(
reference
,
angle
)
ArePointsSameSideOfLine
(
l
X
,
l
Y
,
pt1
X
,
pt1
Y
,
pt2
X
,
pt2
Y
)
IsBézierSelfIntersecting
(
start
,
c1
,
c2
,
end
)
MergeAdjacentPolygons
(
polygons
)
NormalizedAngle
(
a
)
SmoothArc
(
center
,
a
,
b
,
t1
,
t2
,
smoothness
)
SmoothBézier
(
start
,
c1
,
c2
,
end
,
smoothness
)
SmoothCurve
(
start
T
,
end
T
,
fnc
,
smoothness
)
Intersect
Point
D
Polygon
D
Rectangle
D
Triangle
D
Triangulate
Voronoi
Diagram
Voronoi
Diagram
Flags
PropellerApi
PuzzleSolvers
RT.ArithmeticCoding
RT.BigInteger
RT.CommandLine
RT.Coordinates
RT.Dijkstra
RT.Generex
RT.Json
RT.Lingo
RT.Lingo.Base
RT.Modeling
RT.NUnitDirect
RT.PostBuild
RT.SelfService
RT.Serialization
RT.Serialization.Binary
RT.Serialization.Json
RT.Serialization.Xml
RT.Servers
RT.TagSoup
RT.Util
RT.Util.Core
RT.Util.Legacy
Legend
Class
Struct
Enum
Interface
Delegate
Constructor
Method
Property
Event
Field
Static method:
bool
IsBézierSelfIntersecting
(
PointD
,
PointD
,
PointD
,
PointD
)
Declared in:
RT.Geometry.
GeomUt
Declaration
public static
bool
IsBézierSelfIntersecting
(
PointD
start
,
PointD
c1
,
PointD
c2
,
PointD
end
)
Summary
Determines whether a cubic Bézier curve intersects itself.
Parameters
PointD
start
Start point of the Bézier curve.
PointD
c1
First control point of the Bézier curve.
PointD
c2
Second control point of the Bézier curve.
PointD
end
End point of the Bézier curve.