Class Lines
java.lang.Object
org.apache.commons.geometry.euclidean.twod.Lines
Class containing factory methods for constructing
Line and LineSubset instances.-
Constructor Summary
Constructors -
Method Summary
Modifier and TypeMethodDescriptionstatic LinefromPointAndAngle(Vector2D pt, double angle, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Create a line from a point lying on the line and an angle relative to the abscissa (x) axis.static LinefromPointAndDirection(Vector2D pt, Vector2D dir, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Create a line from a point and direction.static LinefromPoints(Vector2D p1, Vector2D p2, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Create a line from two points lying on the line.static RayrayFromLocation(Line line, double startLocation) Construct a ray starting at the given 1D location onlineand continuing in the direction of the line to infinity.static RayrayFromPoint(Line line, Vector2D startPoint) Construct a ray starting at the given point and continuing to infinity in the direction ofline.static RayrayFromPointAndDirection(Vector2D startPoint, Vector2D direction, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Construct a ray from a start point and a direction.static ReverseRayreverseRayFromLocation(Line line, double endLocation) Construct a reverse ray starting at infinity and continuing in the direction oflineto the given 1D end location.static ReverseRayreverseRayFromPoint(Line line, Vector2D endPoint) Construct a reverse ray starting at infinity and continuing in the direction oflineto the given end point.static ReverseRayreverseRayFromPointAndDirection(Vector2D endPoint, Vector2D lineDirection, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Construct a reverse ray from an end point and a line direction.static SegmentsegmentFromLocations(Line line, double a, double b) Construct a new line segment from a pair of 1D locations on a line.static SegmentsegmentFromPoints(Line line, Vector2D a, Vector2D b) Construct a new line segment from a line and a pair of points.static SegmentsegmentFromPoints(Vector2D startPoint, Vector2D endPoint, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Construct a new line segment from two points.static LineConvexSubsetCreate aLineConvexSubsetspanning the entire line.static LineConvexSubsetsubsetFromInterval(Line line, double a, double b) Create a line subset from a line and a 1D interval on the line.static LineConvexSubsetsubsetFromInterval(Line line, Interval interval) Create a line subset from a line and a 1D interval on the line.(package private) static voidvalidateLinesEquivalent(Line expected, Line actual) Validate that the actual line is equivalent to the expected line, throwing an exception if not.
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Constructor Details
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Lines
private Lines()Utility class; no instantiation.
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Method Details
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fromPoints
public static Line fromPoints(Vector2D p1, Vector2D p2, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Create a line from two points lying on the line. The line points in the direction fromp1top2.- Parameters:
p1- first pointp2- second pointprecision- precision context used to compare floating point values- Returns:
- new line containing
p1andp2and pointing in the direction fromp1top2 - Throws:
IllegalArgumentException- If the vector betweenp1andp2has zero length, as evaluated by the given precision context
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fromPointAndDirection
public static Line fromPointAndDirection(Vector2D pt, Vector2D dir, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Create a line from a point and direction.- Parameters:
pt- point belonging to the linedir- the direction of the lineprecision- precision context used to compare floating point values- Returns:
- new line containing
ptand pointing in directiondir - Throws:
IllegalArgumentException- Ifdirhas zero length, as evaluated by the given precision context
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fromPointAndAngle
public static Line fromPointAndAngle(Vector2D pt, double angle, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Create a line from a point lying on the line and an angle relative to the abscissa (x) axis. Note that the line does not need to intersect the x-axis; the given angle is simply relative to it.- Parameters:
pt- point belonging to the lineangle- angle of the line with respect to abscissa (x) axis, in radiansprecision- precision context used to compare floating point values- Returns:
- new line containing
ptand forming the given angle with the abscissa (x) axis.
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rayFromPointAndDirection
public static Ray rayFromPointAndDirection(Vector2D startPoint, Vector2D direction, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Construct a ray from a start point and a direction.- Parameters:
startPoint- ray start pointdirection- ray directionprecision- precision context used for floating point comparisons- Returns:
- a new ray instance with the given start point and direction
- Throws:
IllegalArgumentException- Ifdirectionhas zero length, as evaluated by the given precision context- See Also:
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rayFromPoint
Construct a ray starting at the given point and continuing to infinity in the direction ofline. The given point is projected onto the line.- Parameters:
line- line for the raystartPoint- start point for the ray- Returns:
- a new ray instance starting at the given point and continuing in the direction of
line - Throws:
IllegalArgumentException- if any coordinate instartPointis NaN or infinite
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rayFromLocation
Construct a ray starting at the given 1D location onlineand continuing in the direction of the line to infinity.- Parameters:
line- line for the raystartLocation- 1D location of the ray start point- Returns:
- a new ray instance starting at the given 1D location and continuing to infinity
along
line - Throws:
IllegalArgumentException- ifstartLocationis NaN or infinite
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reverseRayFromPointAndDirection
public static ReverseRay reverseRayFromPointAndDirection(Vector2D endPoint, Vector2D lineDirection, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Construct a reverse ray from an end point and a line direction.- Parameters:
endPoint- instance end pointlineDirection- line directionprecision- precision context used for floating point comparisons- Returns:
- a new instance with the given end point and line direction
- Throws:
IllegalArgumentException- IflineDirectionhas zero length, as evaluated by the given precision context- See Also:
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reverseRayFromPoint
Construct a reverse ray starting at infinity and continuing in the direction oflineto the given end point. The point is projected onto the line.- Parameters:
line- line for the instanceendPoint- end point for the instance- Returns:
- a new instance starting at infinity and continuing along the line to
endPoint - Throws:
IllegalArgumentException- if any coordinate inendPointis NaN or infinite
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reverseRayFromLocation
Construct a reverse ray starting at infinity and continuing in the direction oflineto the given 1D end location.- Parameters:
line- line for the instanceendLocation- 1D location of the instance end point- Returns:
- a new instance starting infinity and continuing in the direction of
lineto the given 1D end location - Throws:
IllegalArgumentException- ifendLocationis NaN or infinite
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segmentFromPoints
public static Segment segmentFromPoints(Vector2D startPoint, Vector2D endPoint, org.apache.commons.numbers.core.Precision.DoubleEquivalence precision) Construct a new line segment from two points. A new line is created for the segment and points in the direction fromstartPointtoendPoint.- Parameters:
startPoint- segment start pointendPoint- segment end pointprecision- precision context to use for floating point comparisons- Returns:
- a new line segment instance with the given start and end points
- Throws:
IllegalArgumentException- If the vector betweenstartPointandendPointhas zero length, as evaluated by the given precision context
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segmentFromPoints
Construct a new line segment from a line and a pair of points. The returned segment represents all points on the line between the projected locations ofaandb. The points may be given in any order.- Parameters:
line- line forming the base of the segmenta- first pointb- second point- Returns:
- a new line segment representing the points between the projected locations of
aandbon the given line - Throws:
IllegalArgumentException- if either point contains NaN or infinite coordinate values
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segmentFromLocations
Construct a new line segment from a pair of 1D locations on a line. The returned line segment consists of all points between the two locations, regardless of the order the arguments are given.- Parameters:
line- line forming the base of the segmenta- first 1D location on the lineb- second 1D location on the line- Returns:
- a new line segment representing the points between
aandbon the given line - Throws:
IllegalArgumentException- if either of the locations is NaN or infinite
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span
Create aLineConvexSubsetspanning the entire line. In other words, the returned subset is infinite and contains all points on the given line.- Parameters:
line- the line to span- Returns:
- a convex subset spanning the entire line
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subsetFromInterval
Create a line subset from a line and a 1D interval on the line. The returned subset uses the precision context from the line and not any precision contexts referenced by the interval.- Parameters:
line- the line containing the subsetinterval- 1D interval on the line- Returns:
- a convex subset defined by the given line and interval
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subsetFromInterval
Create a line subset from a line and a 1D interval on the line. The double values may be given in any order and support the use of infinite values. For example, the callLines.subsetFromInterval(line, Double.POSITIVE_INFINITY, Double.NEGATIVE_INFINITY)will return an instance representing the full span of the line.- Parameters:
line- the line containing the subseta- first 1D location on the lineb- second 1D location on the line- Returns:
- a line subset defined by the given line and interval
- Throws:
IllegalArgumentException- if either double value is NaN or both are infinite with the same sign (eg, both positive infinity or both negative infinity)
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validateLinesEquivalent
Validate that the actual line is equivalent to the expected line, throwing an exception if not.- Parameters:
expected- the expected lineactual- the actual line- Throws:
IllegalArgumentException- if the actual line is not equivalent to the expected line
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