Judgement and analysis of JTS geometry relationship

Source: Internet
Author: User

Relationship Judgment
    1. There are several types of relationships between geometry:

Equal (Equals):

Geometric shapes are topological equal.

Disconnect (disjoint):

There are no common points for geometric shapes.

Intersect (intersects):

Geometric shapes have at least one common point (different from disconnection)

Contact (touches):

The geometry has at least one common boundary point, but no inner point.

Cross (crosses):

Geometric shapes share some but not all of the interior points.

Included (within):

The lines of geometry A are inside the geometry B.

Included (Contains):

The lines of geometry B are inside the geometry a (different from the included)

Overlap (overlaps):

Geometric shapes share part but not all common points, and intersect with their own area.

    1. The following example shows how to use the Equals,disjoint,intersects,within operation:
 PackageCom.alibaba.autonavi;Importcom.vividsolutions.jts.geom.*;Importcom.vividsolutions.jts.io.ParseException;ImportCom.vividsolutions.jts.io.WKTReader;/*** The relationship between Gemotry *@authorxingxing.dxx **/ Public classgeometryrelated {PrivateGeometryfactory geometryfactory =Newgeometryfactory (); /*** Two Geometry objects are overlapping *@return     * @throwsparseexception*/     Public BooleanEqualsgeo ()throwsparseexception{Wktreader Reader=NewWktreader (geometryfactory); LineString Geometry1= (LineString) reader.read ("LineString (0 0, 2 0, 5 0)"); LineString Geometry2= (LineString) reader.read ("LineString (5 0, 0 0)"); returnGeometry1.equals (Geometry2);//true    }        /*** Geometric objects have no intersection (adjacent) *@return     * @throwsparseexception*/     Public BooleanDisjointgeo ()throwsparseexception{Wktreader Reader=NewWktreader (geometryfactory); LineString Geometry1= (LineString) reader.read ("LineString (0 0, 2 0, 5 0)"); LineString Geometry2= (LineString) reader.read ("LineString (0 1, 0 2)"); returnGeometry1.disjoint (Geometry2); }        /*** At least one common point (intersection) *@return     * @throwsparseexception*/     Public BooleanIntersectsgeo ()throwsparseexception{Wktreader Reader=NewWktreader (geometryfactory); LineString Geometry1= (LineString) reader.read ("LineString (0 0, 2 0, 5 0)"); LineString Geometry2= (LineString) reader.read ("LineString (0 0, 0 2)"); Geometry Interpoint= Geometry1.intersection (Geometry2);//intersection PointSystem.out.println (Interpoint.totext ());//output Point (0 0)        returngeometry1.intersects (Geometry2); }    /*** Determine if point (x, Y) with x, y coordinates is in the polygon represented by geometry *@paramx *@paramy *@paramGeometry wkt Format *@return     */     Public BooleanWithingeo (DoubleXDoubleY,string geometry)throwsparseexception {coordinate coord=Newcoordinate (x, y); Point Point=Geometryfactory.createpoint (coord); Wktreader Reader=NewWktreader (geometryfactory); Polygon Polygon=(Polygon) reader.read (geometry); returnPoint.within (Polygon); }    /**     * @paramargs *@throwsparseexception*/     Public Static voidMain (string[] args)throwsparseexception {geometryrelated gr=Newgeometryrelated ();        System.out.println (Gr.equalsgeo ());        System.out.println (Gr.disjointgeo ());        System.out.println (Gr.intersectsgeo ()); System.out.println (Gr.withingeo (5,5, "POLYGON ((0 0, 10 0, 10 10, 0 10,0 0))")); }}

Relationship Analysis
    1. There are several types of relationship analysis

Buffer Analysis (buffering)

Contains all the points within a specified distance of the polygon and multi-polygon

Convex hull Analysis (convexhull)

Minimum convex hull polygon (outsourced polygon) that contains all points of the geometric shape

Cross-analysis (intersection)

A∩B Cross Operation is a collection of all the commonalities in polygon AB

Joint Analysis (Union)

The joint operation of AUB AB is a collection of all ab points.

Variance Analysis (difference)

(A-A∩B) The differential analysis of the AB shape is a collection of all points in a where B does not.

Symmetric difference analysis (symdifference)

(AUB-A∩B) Symmetry difference analysis of ab shape is the set of all points in a or B but not at the same time in AB

2. Let's take a look at specific examples

 PackageCom.alibaba.autonavi;Importjava.util.ArrayList;Importjava.util.List;Importcom.vividsolutions.jts.geom.Coordinate;ImportCom.vividsolutions.jts.geom.Geometry;Importcom.vividsolutions.jts.geom.GeometryFactory;Importcom.vividsolutions.jts.geom.LineString;/*** Analysis of the relationship between Gemotry * *@authorxingxing.dxx*/ Public classOperation {PrivateGeometryfactory geometryfactory =Newgeometryfactory (); /*** Create a point * *@paramx *@paramy *@return     */     PublicCoordinate Point (DoubleXDoubley) {return Newcoordinate (x, y); }    /*** Create a line * *@return     */     PublicLineString Createline (list<coordinate>points) {coordinate[] coords= (coordinate[]) Points.toarray (Newcoordinate[points.size ()]); LineString Line=geometryfactory.createlinestring (coords); returnLine ; }    /*** Returns polygons and poly-polygons within a specified distance * *@paramA *@paramDistance *@return     */     PublicGeometry Buffergeo (Geometry A,Doubledistance) {        returnA.buffer (distance); }    /*** Returns the distance between (A) and (B) the nearest two points * *@paramA *@paramb *@return     */     Public DoubleDistancegeo (Geometry A, Geometry b) {returnA.distance (b); }    /*** Intersection of two geometric objects * *@paramA *@paramb *@return     */     PublicGeometry Intersectiongeo (Geometry A, Geometry b) {returnA.intersection (b); }    /*** Geometric Object Merging * *@paramA *@paramb *@return     */     PublicGeometry Uniongeo (Geometry A, Geometry b) {returnA.union (b); }    /*** There are some in a geometry, but there is no * * in the B geometry object@paramA *@paramb *@return     */     PublicGeometry Differencegeo (Geometry A, Geometry b) {returnA.difference (b); }     Public Static voidMain (string[] args) {operation op=Newoperation (); //Create a lineList<coordinate> Points1 =NewArraylist<coordinate>(); Points1.add (Op.point (0, 0)); Points1.add (Op.point (1, 3)); Points1.add (Op.point (2, 3)); LineString line1=Op.createline (POINTS1); //Create a second lineList<coordinate> points2 =NewArraylist<coordinate>(); Points2.add (Op.point (3, 0)); Points2.add (Op.point (3, 3)); Points2.add (Op.point (5, 6)); LineString line2=Op.createline (POINTS2); System.out.println (Op.distancegeo (line1, line2));//Out 1.0System.out.println (Op.intersectiongeo (line1, line2));//Out geometrycollection EMPTYSystem.out.println (Op.uniongeo (line1, line2));//Out multilinestring ((0 0, 1 3, 2 3), (3 0, 3 3, 5 6))System.out.println (Op.differencegeo (line1, line2));//out LINESTRING (0 0, 1 3, 2 3)    }}

Judgement and analysis of JTS geometry relationship

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