RhinoCommon API
Namespaces
Rhino.Geometry
Curve Class
Curve Methods
ChangeClosedCurveSeam Method
ChangeDimension Method
ClosedCurveOrientation Method
ClosestPoint Method
ClosestPoints Method
CombineShortSegments Method
Contains Method
CreateArcBlend Method
CreateArcLineArcBlend Method
CreateBlendCurve Method
CreateBooleanDifference Method
CreateBooleanIntersection Method
CreateBooleanRegions Method
CreateBooleanUnion Method
CreateControlPointCurve Method
CreateCurve2View Method
CreateFillet Method
CreateFilletCornersCurve Method
CreateFilletCurves Method
CreateInterpolatedCurve Method
CreateMatchCurve Method
CreateMeanCurve Method
CreatePeriodicCurve Method
CreateSoftEditCurve Method
CreateTextOutlines Method
CreateTweenCurves Method
CreateTweenCurvesWithMatching Method
CreateTweenCurvesWithSampling Method
CurvatureAt Method
DerivativeAt Method
Dispose Method
DivideAsContour Method
DivideByCount Method
DivideByLength Method
DivideEquidistant Method
DoDirectionsMatch Method
Duplicate Method
DuplicateCurve Method
DuplicateSegments Method
Extend Method
ExtendByArc Method
ExtendByLine Method
ExtendOnSurface Method
ExtremeParameters Method
Fair Method
FilletSurfaceToCurve Method
FilletSurfaceToRail Method
FindLocalInflection Method
Fit Method
FrameAt Method
GetConicSectionType Method
GetCurveParameterFromNurbsFormParameter Method
GetDistancesBetweenCurves Method
GetFilletPoints Method
GetLength Method
GetLocalPerpPoint Method
GetLocalTangentPoint Method
GetNextDiscontinuity Method
GetNurbsFormParameterFromCurveParameter Method
GetPerpendicularFrames Method
HasNurbsForm Method
InflectionPoints Method
IsArc Method
IsCircle Method
IsClosable Method
IsContinuous Method
IsEllipse Method
IsInPlane Method
IsLinear Method
IsPlanar Method
IsPolyline Method
IsShort Method
JoinCurves Method
LengthParameter Method
LocalClosestPoint Method
MakeClosed Method
MakeEndsMeet Method
MaxCurvaturePoints Method
NonConstOperation Method
NormalizedLengthParameter Method
NormalizedLengthParameters Method
Offset Method
OffsetNormalToSurface Method
OffsetOnSurface Method
OffsetTangentToSurface Method
PerpendicularFrameAt Method
PlanarClosedCurveRelationship Method
PlanarCurveCollision Method
PointAt Method
PointAtLength Method
PointAtNormalizedLength Method
ProjectToBrep Method
ProjectToMesh Method
ProjectToPlane Method
PullToBrepFace Method
PullToMesh Method
Rebuild Method
RemoveShortSegments Method
Reverse Method
RibbonOffset Method
SetEndPoint Method
SetStartPoint Method
Simplify Method
SimplifyEnd Method
Smooth Method
SpanDomain Method
Split Method
TangentAt Method
ToArcsAndLines Method
ToNurbsCurve Method
ToPolyline Method
TorsionAt Method
Trim Method
TryGetArc Method
TryGetCircle Method
TryGetEllipse Method
TryGetPlane Method
TryGetPolyline Method
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CurveGetFilletPoints Method

Finds points at which to cut a pair of curves so that a fillet of given radius can be inserted.

Namespace:  Rhino.Geometry
Assembly:  RhinoCommon (in RhinoCommon.dll)
Since: 5.0
Syntax
Copy
public static bool GetFilletPoints(
	Curve curve0,
	Curve curve1,
	double radius,
	double t0Base,
	double t1Base,
	out double t0,
	out double t1,
	out Plane filletPlane
)

Parameters

curve0
Type: Rhino.GeometryCurve
First curve to fillet.
curve1
Type: Rhino.GeometryCurve
Second curve to fillet.
radius
Type: SystemDouble
Fillet radius.
t0Base
Type: SystemDouble
Parameter value for base point on curve0.
t1Base
Type: SystemDouble
Parameter value for base point on curve1.
t0
Type: SystemDouble
Parameter value of fillet point on curve 0.
t1
Type: SystemDouble
Parameter value of fillet point on curve 1.
filletPlane
Type: Rhino.GeometryPlane
The fillet is contained in this plane with the fillet center at the plane origin.

Return Value

Type: Boolean
true on success, false on failure.
Remarks
A fillet point is a pair of curve parameters (t0,t1) such that there is a circle of radius point3 tangent to curve c0 at t0 and tangent to curve c1 at t1. Of all possible fillet points this function returns the one which is the closest to the base point t0Base, t1Base. Distance from the base point is measured by the sum of arc lengths along the two curves.
See Also