Mercurial > dive4elements > river
view flys-artifacts/src/main/java/de/intevation/flys/artifacts/model/QRangeTree.java @ 4837:9e25c7523485
Fixed calculation of effective width in MINFO SQ relation.
* Get all (including empty datasets) from db.
* Filter empty datasets when processing data of the same date.
* Added debug outputs.
author | Raimund Renkert <rrenkert@intevation.de> |
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date | Wed, 23 Jan 2013 11:14:41 +0100 |
parents | 43e69af28b3c |
children | bcf25d8c183e |
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package de.intevation.flys.artifacts.model; import java.io.Serializable; import java.util.List; import java.util.ArrayList; import org.apache.log4j.Logger; public class QRangeTree implements Serializable { private static Logger log = Logger.getLogger(QRangeTree.class); public static final double EPSILON = 1e-4; public static class Node implements Serializable { Node left; Node right; Node prev; Node next; double a; double b; double q; public Node() { } public Node(double a, double b, double q) { this.a = a; this.b = b; this.q = q; } protected final double interpolatePrev(double pos) { /* f(prev.b) = prev.q f(a) = q prev.q = m*prev.b + n q = m*a + n <=> n = q - m*a q - prev.q = m*(a - prev.b) m = (q - prev.q)/(a - prev.b) # a != prev.b */ if (a == prev.b) { return 0.5*(q + prev.q); } double m = (q - prev.q)/(a - prev.b); double n = q - m*a; return m*pos + n; } protected final double interpolateNext(double pos) { /* f(next.a) = next.q f(b) = q next.q = m*next.a + n q = m*b + n <=> n = q - m*b q - next.q = m*(b - next.a) m = (q - next.q)/(b - next.a) # b != next.a */ if (b == next.a) { return 0.5*(q + next.q); } double m = (q - next.q)/(b - next.a); double n = q - m*b; return m*pos + n; } public double findQ(double pos) { Node current = this; for (;;) { if (pos < current.a) { if (current.left != null) { current = current.left; continue; } return current.prev != null ? current.interpolatePrev(pos) : Double.NaN; } if (pos > current.b) { if (current.right != null) { current = current.right; continue; } return current.next != null ? current.interpolateNext(pos) : Double.NaN; } return current.q; } } public Node findNode(double pos) { Node current = this; while (current != null) { if (pos < current.a) { current = current.left; } else if (pos > current.b) { current = current.right; } return current; } return null; } public boolean contains(double c) { return c >= a && c <= b; } } // class Node /** Class to cache the last found tree leaf in a search for Q. * Its likely that a neighbored pos search * results in using the same leaf node. So * caching this leaf will minimize expensive * tree traversals. * Modeled as inner class because the QRangeTree * itself is a shared data structure. * Using this class omits interpolation between * leaves. */ public final class QuickQFinder { private Node last; public QuickQFinder() { } public double findQ(double pos) { if (last != null && last.contains(pos)) { return last.q; } last = QRangeTree.this.findNode(pos); return last != null ? last.q : Double.NaN; } } // class QuickQFinder protected Node root; public QRangeTree() { } public static final class AccessQAB { private int startIndex; public AccessQAB(int startIndex) { this.startIndex = startIndex; } public Double getQ(Object [] row) { return (Double)row[startIndex]; } public Double getA(Object [] row) { return (Double)row[startIndex+1]; } public Double getB(Object [] row) { return (Double)row[startIndex+2]; } } public static final AccessQAB WITH_COLUMN = new AccessQAB(1); public static final AccessQAB WITHOUT_COLUMN = new AccessQAB(0); /** wstQRanges need to be sorted by range.a */ public QRangeTree(List<Object []> qRanges, int start, int stop) { this(qRanges, WITH_COLUMN, start, stop); } public QRangeTree( List<Object []> qRanges, AccessQAB accessQAB, int start, int stop ) { if (stop <= start) { return; } int N = stop-start; List<Node> nodes = new ArrayList<Node>(N); Node last = null; for (int i = 0; i < N; ++i) { Object [] qRange = qRanges.get(start + i); Double q = accessQAB.getQ(qRange); Double a = accessQAB.getA(qRange); Double b = accessQAB.getB(qRange); double av = a != null ? a.doubleValue() : -Double.MAX_VALUE; double bv = b != null ? b.doubleValue() : Double.MAX_VALUE; double qv = q.doubleValue(); // If nodes are directly neighbored and Qs are the same // join them. if (last != null && Math.abs(last.b - av) < EPSILON && Math.abs(last.q - qv) < EPSILON) { last.b = bv; } else { nodes.add(last = new Node(av, bv, qv)); } } if (log.isDebugEnabled()) { log.debug("Before/after nodes join: " + N + "/" + nodes.size()); } root = wireTree(nodes); } protected static Node wireTree(List<Node> nodes) { int N = nodes.size(); for (int i = 0; i < N; ++i) { Node node = nodes.get(i); if (i > 0 ) node.prev = nodes.get(i-1); if (i < N-1) node.next = nodes.get(i+1); } return buildTree(nodes, 0, N-1); } protected static Node buildTree(List<Node> nodes, int lo, int hi) { if (lo > hi) { return null; } int mid = (lo + hi) >> 1; Node parent = nodes.get(mid); parent.left = buildTree(nodes, lo, mid-1); parent.right = buildTree(nodes, mid+1, hi); return parent; } public double findQ(double pos) { return root != null ? root.findQ(pos) : Double.NaN; } public Node findNode(double pos) { return root != null ? root.findNode(pos) : null; } protected Node head() { Node head = root; while (head.left != null) { head = head.left; } return head; } public boolean intersectsQRange(double qMin, double qMax) { if (qMin > qMax) { double t = qMin; qMin = qMax; qMax = t; } for (Node curr = head(); curr != null; curr = curr.next) { if (curr.q >= qMin || curr.q <= qMax) { return true; } } return false; } public List<Range> findSegments(double a, double b) { if (a > b) { double t = a; a = b; b = t; } return findSegments(new Range(a, b)); } public List<Range> findSegments(Range range) { List<Range> segments = new ArrayList<Range>(); // Linear scan should be good enough here. for (Node curr = head(); curr != null; curr = curr.next) { if (!range.disjoint(curr.a, curr.b)) { Range r = new Range(curr.a, curr.b); if (r.clip(range)) { segments.add(r); } } } return segments; } @Override public String toString() { StringBuilder sb = new StringBuilder(); inorder(root, sb); return sb.toString(); } protected static void inorder(Node node, StringBuilder sb) { if (node != null) { inorder(node.left, sb); sb.append('[') .append(node.a) .append(", ") .append(node.b) .append(": ") .append(node.q) .append(']'); inorder(node.right, sb); } } private static final String name(Object o) { return String.valueOf(System.identityHashCode(o) & 0xffffffffL); } public String toGraph() { StringBuilder sb = new StringBuilder(); sb.append("subgraph c"); sb.append(name(this)); sb.append(" {\n"); if (root != null) { java.util.Deque<Node> stack = new java.util.ArrayDeque<Node>(); stack.push(root); while (!stack.isEmpty()) { Node current = stack.pop(); String name = "n" + name(current); sb.append(name); sb.append(" [label=\""); sb.append(current.a).append(", ").append(current.b); sb.append(": ").append(current.q).append("\"]\n"); if (current.left != null) { String leftName = name(current.left); sb.append(name).append(" -- n").append(leftName).append("\n"); stack.push(current.left); } if (current.right != null) { String rightName = name(current.right); sb.append(name).append(" -- n").append(rightName).append("\n"); stack.push(current.right); } } } sb.append("}\n"); return sb.toString(); } } // vim:set ts=4 sw=4 si et sta sts=4 fenc=utf8 :