Geometry.StrokeContainsWithDetail Method

Definition

Namespace:

System.Windows.Media

Assembly:

PresentationCore.dll

Returns a value that describes the intersection between the specified geometry and the current geometry's stroke.

Overloads

StrokeContainsWithDetail(Pen, Geometry)	Returns a value that describes the intersection between the specified Geometry and the stroke created by applying the specified Pen to the current geometry.
StrokeContainsWithDetail(Pen, Geometry, Double, ToleranceType)	Gets a value that describes the intersection between the specified Geometry and the stroke created by applying the specified Pen to the current geometry, given the specified margin of error.

StrokeContainsWithDetail(Pen, Geometry)

Returns a value that describes the intersection between the specified Geometry and the stroke created by applying the specified Pen to the current geometry.

public:
 System::Windows::Media::IntersectionDetail StrokeContainsWithDetail(System::Windows::Media::Pen ^ pen, System::Windows::Media::Geometry ^ geometry);

public System.Windows.Media.IntersectionDetail StrokeContainsWithDetail (System.Windows.Media.Pen pen, System.Windows.Media.Geometry geometry);

member this.StrokeContainsWithDetail : System.Windows.Media.Pen * System.Windows.Media.Geometry -> System.Windows.Media.IntersectionDetail

Public Function StrokeContainsWithDetail (pen As Pen, geometry As Geometry) As IntersectionDetail

Parameters

pen

Pen

An object that determines the area of the current geometry's stroke.

geometry

Geometry

The geometry to test for containment.

Returns

IntersectionDetail

One of the enumeration values.

Remarks

The default tolerance factor (defined by the StandardFlatteningTolerance property) is used when determining whether the specified geometry is located in the current geometry's stroke. To specify your own tolerance factor, use the StrokeContainsWithDetail method.

Some Geometry methods (such as StrokeContainsWithDetail) produce or use a polygonal approximation of the geometry. The tolerance factor specifies the maximum distance between points in this polygonal approximation. Smaller tolerance values produce better approximations, but require more processing than an approximation with a large tolerance factor.

StrokeContainsWithDetail(Pen, Geometry, Double, ToleranceType)

Gets a value that describes the intersection between the specified Geometry and the stroke created by applying the specified Pen to the current geometry, given the specified margin of error.

public:
 System::Windows::Media::IntersectionDetail StrokeContainsWithDetail(System::Windows::Media::Pen ^ pen, System::Windows::Media::Geometry ^ geometry, double tolerance, System::Windows::Media::ToleranceType type);

public System.Windows.Media.IntersectionDetail StrokeContainsWithDetail (System.Windows.Media.Pen pen, System.Windows.Media.Geometry geometry, double tolerance, System.Windows.Media.ToleranceType type);

member this.StrokeContainsWithDetail : System.Windows.Media.Pen * System.Windows.Media.Geometry * double * System.Windows.Media.ToleranceType -> System.Windows.Media.IntersectionDetail

Public Function StrokeContainsWithDetail (pen As Pen, geometry As Geometry, tolerance As Double, type As ToleranceType) As IntersectionDetail

Parameters

pen

Pen

An object that determines the area of the current geometry's stroke.

geometry

Geometry

The geometry to test for containment.

tolerance

Double

The maximum bounds on the distance between points in the polygonal approximation of the geometries. Smaller values produce more accurate results but cause slower execution. If tolerance is less than .000001, .000001 is used instead.

type

ToleranceType

One of the ToleranceType values that specifies whether the tolerance factor is an absolute value or relative to the area of the geometry.

Returns

IntersectionDetail

One of the enumeration values.

Remarks

Some Geometry methods (such as StrokeContainsWithDetail) produce or use a polygonal approximation of the geometry. The tolerance factor specifies the maximum distance between points in this polygonal approximation. Smaller tolerance values produce better approximations, but require more processing than an approximation with a large tolerance factor.