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1   package org.opentrafficsim.base.geometry;
2   
3   import org.djutils.draw.line.Polygon2d;
4   import org.djutils.draw.point.Point2d;
5   
6   /**
7    * Shape representation of objects that is suitable for continuous spatial 2D algorithms. Default methods use the polygon
8    * representation of the shape. For many simple shapes there may be faster methods to determine information.
9    * <p>
10   * Copyright (c) 2024-2024 Delft University of Technology, PO Box 5, 2600 AA, Delft, the Netherlands. All rights reserved. <br>
11   * BSD-style license. See <a href="https://opentrafficsim.org/docs/license.html">OpenTrafficSim License</a>.
12   * </p>
13   * @author <a href="https://github.com/wjschakel">Wouter Schakel</a>
14   */
15  public interface OtsShape
16  {
17  
18      /** Standard mid point. */
19      Point2d CENTER = new Point2d(0.0, 0.0);
20  
21      /** Default number of segments in polygon. */
22      int DEFAULT_POLYGON_SEGMENTS = 128;
23  
24      /**
25       * Return the absolute lower bound for x.
26       * @return double; the absolute lower bound for x
27       */
28      default double getMinX()
29      {
30          return asPolygon().getBounds().getMinX();
31      }
32  
33      /**
34       * Return the absolute upper bound for x.
35       * @return double; the absolute upper bound for x
36       */
37      default double getMaxX()
38      {
39          return asPolygon().getBounds().getMaxX();
40      }
41  
42      /**
43       * Return the absolute lower bound for y.
44       * @return double; the absolute lower bound for y
45       */
46      default double getMinY()
47      {
48          return asPolygon().getBounds().getMinY();
49      }
50  
51      /**
52       * Return the absolute upper bound for y.
53       * @return double; the absolute upper bound for y
54       */
55      default double getMaxY()
56      {
57          return asPolygon().getBounds().getMaxY();
58      }
59  
60      /**
61       * Return the extent of this Bounds2d in the x-direction.
62       * @return double; the extent of this Bounds2d in the x-direction
63       */
64      default double getDeltaX()
65      {
66          return getMaxX() - getMinX();
67      }
68  
69      /**
70       * Return the extent of this Bounds2d in the y-direction.
71       * @return double; the extent of this Bounds2d in the y-direction
72       */
73      default double getDeltaY()
74      {
75          return getMaxY() - getMinY();
76      }
77  
78      /**
79       * Return the mid point of this Bounds object.
80       * @return P; the mid point of this Bounds object
81       */
82      default Point2d midPoint()
83      {
84          return CENTER;
85      }
86  
87      /**
88       * Check if a point is contained in this OtsShape.
89       * @param point the point
90       * @return true if the point is within this OtsShape; false if the point is not within this OtsShape. Results may be
91       *         ill-defined for points on the edges of this Polygon.
92       */
93      default boolean contains(final Point2d point)
94      {
95          return contains(point.x, point.y);
96      }
97  
98      /**
99       * Check if a point is contained in this OtsShape.
100      * @param x x-coordinate
101      * @param y y-coordinate
102      * @return true if the point is within this OtsShape; false if the point is not within this OtsShape. Results may be
103      *         ill-defined for points on the edges of this Polygon.
104      */
105     default boolean contains(final double x, final double y)
106     {
107         // do not use signedDistance(), it uses this function
108         return asPolygon().contains(x, y);
109     }
110 
111     /**
112      * Returns a polygon representation of the bounds, such that an intersection can be derived.
113      * @return polygon representation of the bounds.
114      */
115     Polygon2d asPolygon();
116 
117     /**
118      * Signed distance function. The coordinates must be transformed to this bound's space. Negative distances returned are
119      * inside the bounds, with the absolute value of the distance towards the edge. The default implementation is based on the
120      * polygon representation and is expensive.
121      * @param point point for which distance is returned.
122      * @return distance from point to these bounds.
123      */
124     default double signedDistance(final Point2d point)
125     {
126         double dist = asPolygon().closestPointOnPolyLine(point).distance(point);
127         return contains(point) ? -dist : dist;
128     }
129 
130 }