Java Doc for Triangle.java in  » GIS » openjump » com » vividsolutions » jump » warp » Java Source Code / Java DocumentationJava Source Code and Java Documentation

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Java Source Code / Java Documentation » GIS » openjump » com.vividsolutions.jump.warp 
Source Cross Reference  Class Diagram Java Document (Java Doc) 


java.lang.Object
   com.vividsolutions.jump.warp.Triangle

Triangle
public class Triangle (Code)
A triangle, with special methods for use with BilinearInterpolatedTransform.
See Also:   BilinearInterpolatedTransform



Constructor Summary
public  Triangle(Coordinate p1, Coordinate p2, Coordinate p3)
     Creates a Triangle.

Method Summary
public  booleancontains(Coordinate p)
    
public  booleanequals(Object o)
    
public  doublegetArea()
     Returns the area of the triangle.
public  EnvelopegetEnvelope()
     Returns the bounds of this Triangle.
public  doublegetMaxSideLength()
     Returns the length of this Triangle's longest side.
public  doublegetMinHeight()
     Returns the smallest of this Triangle's three heights (as measured perpendicularly from each side).
public  CoordinategetP1()
     Returns the first vertex.
public  CoordinategetP2()
     Returns the second vertex.
public  CoordinategetP3()
     Returns the third vertex.
public  booleanhasVertex(Coordinate v)
     Returns whether v is one of this Triangle's vertices.
public  inthashCode()
    
protected  Coordinatemin(Coordinate a, Coordinate b)
    
public  ListsubTriangles(Coordinate newVertex)
     Returns the three triangles that result from splitting this triangle at a given point.
public  CoordinatetoEuclideanCoordinate(Coordinate simplicialCoordinate)
     Converts from a simplicial coordinate to a Euclidean coordinate.
public  LinearRingtoLinearRing()
     Converts this Triangle to a JTS Geometry.
public  CoordinatetoSimplicialCoordinate(Coordinate euclideanCoordinate)
     Converts from a Euclidean coordinate to a simplicial coordinate.
public  StringtoString()
    


Constructor Detail
Triangle
public Triangle(Coordinate p1, Coordinate p2, Coordinate p3)(Code)
Creates a Triangle.
Parameters:
  p1 - one vertex
Parameters:
  p2 - another vertex
Parameters:
  p3 - another vertex




Method Detail
contains
public boolean contains(Coordinate p)(Code)
Returns whether this Triangle contains the given coordinate
Parameters:
  p - the point to test for containment whether this Triangle contains the given coordinate



equals
public boolean equals(Object o)(Code)
Returns whether this Triangle has the same vertices as the given Triangle
Parameters:
  o - another Triangle; otherwise, equals will return false true if o is a Triangle and has the same vertices (though notnecessarily in the same order)



getArea
public double getArea()(Code)
Returns the area of the triangle. See http://www.mathcs.emory.edu/~rudolf/math108/summ1-2-3/node7.html the area of the triangle



getEnvelope
public Envelope getEnvelope()(Code)
Returns the bounds of this Triangle. the smallest Envelope enclosing this Triangle



getMaxSideLength
public double getMaxSideLength()(Code)
Returns the length of this Triangle's longest side. the length of this Triangle's longest side



getMinHeight
public double getMinHeight()(Code)
Returns the smallest of this Triangle's three heights (as measured perpendicularly from each side). the smallest of this Triangle's three altitudes



getP1
public Coordinate getP1()(Code)
Returns the first vertex. the first vertex



getP2
public Coordinate getP2()(Code)
Returns the second vertex. the second vertex



getP3
public Coordinate getP3()(Code)
Returns the third vertex. the third vertex



hasVertex
public boolean hasVertex(Coordinate v)(Code)
Returns whether v is one of this Triangle's vertices.
Parameters:
  v - the candidate point whether v is equal to one of the vertices of this Triangle



hashCode
public int hashCode()(Code)



min
protected Coordinate min(Coordinate a, Coordinate b)(Code)



subTriangles
public List subTriangles(Coordinate newVertex)(Code)
Returns the three triangles that result from splitting this triangle at a given point.
Parameters:
  newVertex - the split point, which must be inside triangle three Triangles resulting from splitting this triangle at thegiven Coordinate



toEuclideanCoordinate
public Coordinate toEuclideanCoordinate(Coordinate simplicialCoordinate)(Code)
Converts from a simplicial coordinate to a Euclidean coordinate.
Parameters:
  simplicialCoordinate - the simplicial coordinate, which uses x, y, and z a new Coordinate with the corresponding Euclidean values



toLinearRing
public LinearRing toLinearRing()(Code)
Converts this Triangle to a JTS Geometry. a LinearRing with the same vertices as this Triangle



toSimplicialCoordinate
public Coordinate toSimplicialCoordinate(Coordinate euclideanCoordinate)(Code)
Converts from a Euclidean coordinate to a simplicial coordinate.
Parameters:
  euclideanCoordinate - the Euclidean coordinate a new 3D Coordinate with the corresponding simplicial values



toString
public String toString()(Code)



Methods inherited from java.lang.Object
native protected Object clone() throws CloneNotSupportedException(Code)(Java Doc)
public boolean equals(Object obj)(Code)(Java Doc)
protected void finalize() throws Throwable(Code)(Java Doc)
final native public Class getClass()(Code)(Java Doc)
native public int hashCode()(Code)(Java Doc)
final native public void notify()(Code)(Java Doc)
final native public void notifyAll()(Code)(Java Doc)
public String toString()(Code)(Java Doc)
final native public void wait(long timeout) throws InterruptedException(Code)(Java Doc)
final public void wait(long timeout, int nanos) throws InterruptedException(Code)(Java Doc)
final public void wait() throws InterruptedException(Code)(Java Doc)

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