CogMath.IntersectSegmentCircle Method

CogMath IntersectSegmentCircle Method

Cognex VisionPro 9.8

Returns whether the given circle and line segment intersect. Also provides the points of intersection.

Namespace: Cognex.VisionPro
Assembly: Cognex.VisionPro.Core (in Cognex.VisionPro.Core.dll) Version: 75.1.0.0

Syntax

public static bool IntersectSegmentCircle(
	CogLineSegment segment,
	CogCircle circle,
	ICogImage image,
	out int numPoints,
	out double x0,
	out double y0,
	out double x1,
	out double y1
)

public static bool IntersectSegmentCircle(
	CogLineSegment segment,
	CogCircle circle,
	ICogImage image,
	out int numPoints,
	out double x0,
	out double y0,
	out double x1,
	out double y1
)

Public Shared Function IntersectSegmentCircle ( 
	segment As CogLineSegment,
	circle As CogCircle,
	image As ICogImage,
	<OutAttribute> ByRef numPoints As Integer,
	<OutAttribute> ByRef x0 As Double,
	<OutAttribute> ByRef y0 As Double,
	<OutAttribute> ByRef x1 As Double,
	<OutAttribute> ByRef y1 As Double
) As Boolean

Public Shared Function IntersectSegmentCircle ( 
	segment As CogLineSegment,
	circle As CogCircle,
	image As ICogImage,
	<OutAttribute> ByRef numPoints As Integer,
	<OutAttribute> ByRef x0 As Double,
	<OutAttribute> ByRef y0 As Double,
	<OutAttribute> ByRef x1 As Double,
	<OutAttribute> ByRef y1 As Double
) As Boolean

public:
static bool IntersectSegmentCircle(
	CogLineSegment^ segment, 
	CogCircle^ circle, 
	ICogImage^ image, 
	[OutAttribute] int% numPoints, 
	[OutAttribute] double% x0, 
	[OutAttribute] double% y0, 
	[OutAttribute] double% x1, 
	[OutAttribute] double% y1
)

public:
static bool IntersectSegmentCircle(
	CogLineSegment^ segment, 
	CogCircle^ circle, 
	ICogImage^ image, 
	[OutAttribute] int% numPoints, 
	[OutAttribute] double% x0, 
	[OutAttribute] double% y0, 
	[OutAttribute] double% x1, 
	[OutAttribute] double% y1
)

Parameters

segment: Type: Cognex.VisionPro CogLineSegment
The line segment.

circle: Type: Cognex.VisionPro CogCircle
The circle.

image: Type: Cognex.VisionPro ICogImage
An image that specifies the coordinate space to use.

numPoints: Type: System Int32
The number of intersection points. If the value is zero, segment and circle do not intersect. If the value is 1, (x0,y0) is the tangent point or the single intersection point. If the value is 2, (x0,y0) and (x1,y1) are the intersection points.

x0: Type: System Double
The x-coordinate of the first intersection point.

y0: Type: System Double
The y-coordinate of the first intersection point.

x1: Type: System Double
The x-coordinate of the second intersection point.

y1: Type: System Double
The y-coordinate of the second intersection point.

Return Value

Type: Boolean

True if the segment and circle are tangent or intersecting.

Exceptions

Exception	Condition
ArgumentException	segment or circle is NULL.
CogSpaceTreeInvalidNameSyntaxException	At least one shape's selected space names is not a legal space name.
CogSpaceTreeNotUniqueException	At least one shape's selected space names is a nonqualified space name and more than one instance of it exists in image's coordinate space tree.
CogSpaceTreeNotInTreeException	At least one shape does not exist in image's coordinate space tree.
CogImageNoTreeException	The coordinate space tree is missing from image.

Remarks

Returns whether circle and line segment segment intersect and optionally the point of intersection.

The following table describes how the relationship between segment and circle affects the out parameters.

ConditionIntersectednumPoints(x0,y0)(x1,y1)

Non-intersecting

False

(0,0)

Non-intersecting

False

(0,0)

Tangent

True

The tangent point.

(0,0)

Intersecting, endpoint on circle

True

The endpoint of the segment that touches the circle.

(0,0)

Straddle

True

The intersection point.

(0,0)

Intersecting

True

The first intersection point.

The second intersection point.

If you supply a value for the image parameter, then segment and circle are mapped to the selected space of image before the intersection is computed and the result is expressed in that space.

If you do not supply a value for image, then segment and circle are presumed to be in the same coordinate space.