| 1 | Index: src/org/openstreetmap/josm/actions/OrthogonalizeAction.java |
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| 2 | =================================================================== |
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| 3 | --- src/org/openstreetmap/josm/actions/OrthogonalizeAction.java (revision 1986) |
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| 4 | +++ src/org/openstreetmap/josm/actions/OrthogonalizeAction.java (working copy) |
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| 5 | @@ -33,6 +33,7 @@ |
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| 6 | * 3. Rotate every edge around its center to align with main orientation or perpendicular to it |
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| 7 | * 4. Compute new intersection points of two adjascent edges |
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| 8 | * 5. Move nodes to these points |
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| 9 | + * 6. if there are nodes between edges then align the nodes |
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| 10 | */ |
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| 11 | public final class OrthogonalizeAction extends JosmAction { |
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| 12 | |
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| 13 | @@ -51,8 +52,9 @@ |
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| 14 | Collection<OsmPrimitive> sel = getCurrentDataSet().getSelected(); |
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| 15 | |
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| 16 | ArrayList<Node> dirnodes = new ArrayList<Node>(); |
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| 17 | + ArrayList<Node> alignNodes = new ArrayList<Node>(); |
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| 18 | |
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| 19 | - // Check the selection if it is suitible for the orthogonalization |
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| 20 | + // Check the selection if it is suitable for the orthogonalisation |
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| 21 | for (OsmPrimitive osm : sel) { |
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| 22 | // Check if not more than two nodes in the selection |
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| 23 | if(osm instanceof Node) { |
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| 24 | @@ -104,15 +106,17 @@ |
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| 25 | delta -= Math.PI; |
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| 26 | } |
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| 27 | if(delta < Math.PI/4) { |
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| 28 | - OptionPaneUtil.showMessageDialog( |
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| 29 | - Main.parent, |
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| 30 | - tr("Please select ways with almost right angles to orthogonalize."), |
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| 31 | - tr("Information"), |
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| 32 | - JOptionPane.INFORMATION_MESSAGE |
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| 33 | - ); |
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| 34 | - return; |
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| 35 | + // not an edge |
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| 36 | + alignNodes.add(way.getNode(i2)); |
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| 37 | } |
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| 38 | } |
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| 39 | + |
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| 40 | + // first node has to be an edge so we move the node to the end of the way |
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| 41 | + while (alignNodes.contains(way.firstNode())) { |
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| 42 | + Node n = way.firstNode(); |
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| 43 | + way.removeNode(n); |
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| 44 | + way.addNode(way.getNodesCount() - 2, n); // ! -2 because first node == last node in closed way |
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| 45 | + } |
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| 46 | } |
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| 47 | |
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| 48 | if ("EPSG:4326".equals(Main.proj.toString())) { |
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| 49 | @@ -159,12 +163,20 @@ |
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| 50 | continue; |
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| 51 | } |
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| 52 | |
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| 53 | - Way way = (Way)osm; |
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| 54 | + Way oldWay = (Way) osm; |
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| 55 | + Way way = new Way(); |
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| 56 | + // copy only edges into way |
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| 57 | + for (Node origNode : oldWay.getNodes()) { |
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| 58 | + if (alignNodes.contains(origNode)) { |
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| 59 | + continue; |
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| 60 | + } |
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| 61 | + way.addNode(origNode); |
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| 62 | + } |
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| 63 | int nodes = way.getNodesCount(); |
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| 64 | int sides = nodes - 1; |
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| 65 | // Copy necessary data into a more suitable data structure |
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| 66 | EastNorth en[] = new EastNorth[sides]; |
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| 67 | - for (int i=0; i < sides; i++) { |
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| 68 | + for (int i = 0; i < sides; i++) { |
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| 69 | en[i] = new EastNorth(way.getNode(i).getEastNorth().east(), way.getNode(i).getEastNorth().north()); |
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| 70 | } |
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| 71 | |
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| 72 | @@ -221,6 +233,12 @@ |
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| 73 | align_to_heading = normalize_angle(sum_weighted_headings/sum_weights); |
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| 74 | } |
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| 75 | |
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| 76 | + EastNorth aligna = null; |
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| 77 | + EastNorth alignb = null; |
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| 78 | + EastNorth align0 = null; |
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| 79 | + Node nodea = null; |
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| 80 | + Node nodeb = null; |
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| 81 | + Node node0 = null; |
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| 82 | |
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| 83 | for (int i=0; i < sides; i++) { |
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| 84 | // Compute handy indices of three nodes to be used in one loop iteration. |
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| 85 | @@ -276,6 +294,27 @@ |
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| 86 | double dy = intersection.north()-n.getEastNorth().north(); |
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| 87 | cmds.add(new MoveCommand(n, dx, dy)); |
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| 88 | } |
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| 89 | + |
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| 90 | + // align all nodes between two edges |
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| 91 | + aligna = alignb; |
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| 92 | + alignb = intersection; |
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| 93 | + nodea = nodeb; |
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| 94 | + nodeb = n; |
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| 95 | + if (aligna != null) { |
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| 96 | + |
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| 97 | + MoveCommand cmd = alignSide(findNodesToAlign(oldWay, nodea, nodeb), aligna, alignb); |
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| 98 | + if (cmd != null) { |
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| 99 | + cmds.add(cmd); |
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| 100 | + } |
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| 101 | + |
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| 102 | + } else { |
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| 103 | + align0 = alignb; |
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| 104 | + node0 = nodeb; |
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| 105 | + } |
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| 106 | + } |
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| 107 | + MoveCommand cmd = alignSide(findNodesToAlign(oldWay, nodeb, node0), alignb, align0); |
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| 108 | + if (cmd != null) { |
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| 109 | + cmds.add(cmd); |
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| 110 | } |
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| 111 | } |
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| 112 | |
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| 113 | @@ -285,6 +324,62 @@ |
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| 114 | } |
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| 115 | } |
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| 116 | |
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| 117 | + private MoveCommand alignSide(ArrayList<Node> aNodes, EastNorth aligna, EastNorth alignb) { |
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| 118 | + |
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| 119 | + // Find out co-ords of A and B |
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| 120 | + double ax = aligna.east(); |
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| 121 | + double ay = aligna.north(); |
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| 122 | + double bx = alignb.east(); |
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| 123 | + double by = alignb.north(); |
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| 124 | + |
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| 125 | + // OK, for each node to move, work out where to move it! |
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| 126 | + for (Node n1 : aNodes) { |
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| 127 | + // Get existing co-ords of node to move |
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| 128 | + double nx = n1.getEastNorth().east(); |
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| 129 | + double ny = n1.getEastNorth().north(); |
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| 130 | + |
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| 131 | + if (ax == bx) { |
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| 132 | + // Special case if AB is vertical... |
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| 133 | + nx = ax; |
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| 134 | + } else if (ay == by) { |
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| 135 | + // ...or horizontal |
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| 136 | + ny = ay; |
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| 137 | + } else { |
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| 138 | + // Otherwise calculate position by solving y=mx+c |
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| 139 | + double m1 = (by - ay) / (bx - ax); |
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| 140 | + double c1 = ay - (ax * m1); |
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| 141 | + double m2 = (-1) / m1; |
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| 142 | + double c2 = n1.getEastNorth().north() - (n1.getEastNorth().east() * m2); |
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| 143 | + |
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| 144 | + nx = (c2 - c1) / (m1 - m2); |
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| 145 | + ny = (m1 * nx) + c1; |
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| 146 | + } |
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| 147 | + |
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| 148 | + // Return the command to move the node to its new position. |
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| 149 | + return new MoveCommand(n1, nx - n1.getEastNorth().east(), ny - n1.getEastNorth().north()); |
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| 150 | + } |
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| 151 | + return null; |
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| 152 | + } |
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| 153 | + |
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| 154 | + private ArrayList<Node> findNodesToAlign(Way w, Node from, Node to) { |
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| 155 | + ArrayList<Node> l = new ArrayList<Node>(); |
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| 156 | + boolean start = false; |
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| 157 | + for (int i = 0; i < w.getNodesCount(); i++) { |
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| 158 | + Node n = w.getNode(i % w.getNodesCount()); |
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| 159 | + if (n.equals(to)) { |
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| 160 | + break; |
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| 161 | + } |
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| 162 | + if (start) { |
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| 163 | + l.add(n); |
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| 164 | + } |
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| 165 | + if (n.equals(from)) { |
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| 166 | + start = true; |
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| 167 | + } |
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| 168 | + |
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| 169 | + } |
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| 170 | + return l; |
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| 171 | + } |
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| 172 | + |
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| 173 | static double det(double a, double b, double c, double d) |
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| 174 | { |
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| 175 | return a * d - b * c; |
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