235 lines
6.1 KiB
C++
235 lines
6.1 KiB
C++
/*
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* © Copyright 2014 – Urheberrechtshinweis
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* Alle Rechte vorbehalten / All Rights Reserved
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*
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* Programmcode ist urheberrechtlich geschuetzt.
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* Das Urheberrecht liegt, soweit nicht ausdruecklich anders gekennzeichnet, bei Frank Ebner.
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* Keine Verwendung ohne explizite Genehmigung.
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* (vgl. § 106 ff UrhG / § 97 UrhG)
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*/
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#ifndef GRIDIMPORTANCE_H
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#define GRIDIMPORTANCE_H
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#include "../Grid.h"
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#include "GridFactory.h"
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#include "../../misc/KNN.h"
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#include "../../misc/KNNArray.h"
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#include "../../math/MiniMat2.h"
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#include "../../misc/Debug.h"
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#include "../../nav/dijkstra/Dijkstra.h"
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#include "../../nav/dijkstra/DijkstraPath.h"
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#include "../../math/distribution/Normal.h"
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/**
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* add an importance factor to each node within the grid.
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* the importance is calculated based on several facts:
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* - nodes that belong to a door or narrow path are more important
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* - nodes directly located at walls are less important
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*/
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class GridImportance {
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private:
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static constexpr const char* name = "GridImp";
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public:
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/** attach importance-factors to the grid */
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template <typename T> void addImportance(Grid<T>& g, const float z_cm) {
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Log::add(name, "adding importance information to all nodes at height " + std::to_string(z_cm));
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// get an inverted version of the grid
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Grid<T> inv(g.getGridSize_cm());
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GridFactory<T> fac(inv);
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fac.addInverted(g, z_cm);
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// sanity check
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Assert::isFalse(inv.getNumNodes() == 0, "inverted grid is empty!");
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// construct KNN search
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KNN<Grid<T>, 3> knn(inv);
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// the number of neighbors to use
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static constexpr int numNeighbors = 8;
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// create list of all doors
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std::vector<T> doors;
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// process each node
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for (T& n1 : g) {
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// skip nodes on other than the requested floor-level
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if (n1.z_cm != z_cm) {continue;}
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// get the 10 nearest neighbors and their distance
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size_t indices[numNeighbors];
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float squaredDist[numNeighbors];
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float point[3] = {n1.x_cm, n1.y_cm, n1.z_cm};
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knn.get(point, numNeighbors, indices, squaredDist);
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// get the neighbors
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std::vector<T*> neighbors;
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for (int i = 0; i < numNeighbors; ++i) {
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neighbors.push_back(&inv[indices[i]]);
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}
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n1.imp = 1.0f;
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n1.imp += getWallImportance( Units::cmToM(std::sqrt(squaredDist[0])) );
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//addDoor(n1, neighbors);
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// is the current node a door?
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if (isDoor(n1, neighbors)) {doors.push_back(n1);}
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// favor stairs just like doors
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if (isStaircase(g, n1)) {doors.push_back(n1);}
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}
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KNNArray<std::vector<T>> knnArrDoors(doors);
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KNN<KNNArray<std::vector<T>>, 3> knnDoors(knnArrDoors);
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// process each node again
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for (T& n1 : g) {
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static Distribution::Normal<float> favorDoors(0.0f, 1.0f);
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// get the distance to the nearest door
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const float dist_m = Units::cmToM(knnDoors.getNearestDistance( {n1.x_cm, n1.y_cm, n1.z_cm} ));
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// importance for this node (based on the distance from the next door)
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//n1.imp += favorDoors.getProbability(dist_m) * 0.30;
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n1.imp += favorDoors.getProbability(dist_m);
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}
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}
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/** is the given node connected to a staircase? */
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template <typename T> bool isStaircase(Grid<T>& g, T& node) {
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// if this node has a neighbor with a different z, this is a stair
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for (T& neighbor : g.neighbors(node)) {
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if (neighbor.z_cm != node.z_cm) {return true;}
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}
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return false;
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}
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/** attach importance-factors to the grid */
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template <typename T> void addDistanceToTarget(Grid<T>& g, Dijkstra<T>& d) {
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//Log::add(name, "adding importance information to all nodes at height " + std::to_string(z_cm));
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for (T& node : g) {
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DijkstraNode<T>* dn = d.getNode(node);
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if (dn != nullptr) {
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node.distToTarget = dn->cumWeight / 2000;
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}
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}
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}
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template <typename T> void addImportance(Grid<T>& g, const DijkstraNode<T>* start, const DijkstraNode<T>* end) {
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// routing path
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DijkstraPath<T> path(end, start);
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// knn search within the path
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KNN<DijkstraPath<T>, 3> knn(path);
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// update each node from the grid using its distance to the path
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for (T& n : g) {
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//const int idx = knn.getNearestIndex( {n.x_cm, n.y_cm, n.z_cm} );
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//T& node = g[idx];
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const float dist_cm = knn.getNearestDistance( {n.x_cm, n.y_cm, n.z_cm} );
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const float dist_m = Units::cmToM(dist_cm);
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n.impPath = 1.0 + Distribution::Normal<float>::getProbability(0, 1.0, dist_m) * 0.8;
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}
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}
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/** is the given node (and its inverted neighbors) a door? */
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template <typename T> bool isDoor( T& nSrc, std::vector<T*> neighbors ) {
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MiniMat2 m;
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Point3 center = nSrc.inCentimeter();
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// calculate the centroid of the nSrc's nearest-neighbors
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Point3 centroid(0,0,0);
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for (const T* n : neighbors) {
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centroid = centroid + n->inCentimeter();
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}
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centroid /= neighbors.size();
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// if nSrc is too far from the centroid, this does not make sense
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if ((centroid-center).length() > 20) {return false;}
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// build covariance of the nearest-neighbors
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int used = 0;
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for (const T* n : neighbors) {
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Point3 d = n->inCentimeter() - center;
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if (d.length() > 100) {continue;} // radius search
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m.addSquared(d.x, d.y);
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++used;
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}
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// we need at least two points for the covariance
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if (used < 2) {return false;}
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// check eigenvalues
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MiniMat2::EV ev = m.getEigenvalues();
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// ensure e1 > e2
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if (ev.e1 < ev.e2) {std::swap(ev.e1, ev.e2);}
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// door?
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return ((ev.e2/ev.e1) < 0.15) ;
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}
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/** get the importance of the given node depending on its nearest wall */
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float getWallImportance(float dist_m) {
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// avoid sticking too close to walls (unlikely)
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static Distribution::Normal<float> avoidWalls(0.0, 0.5);
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// favour walking near walls (likely)
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static Distribution::Normal<float> stickToWalls(0.9, 0.5);
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// favour walking far away (likely)
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static Distribution::Normal<float> farAway(2.2, 0.5);
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if (dist_m > 2.0) {dist_m = 2.0;}
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// overall importance
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// return - avoidWalls.getProbability(dist_m) * 0.30 // avoid walls
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// + stickToWalls.getProbability(dist_m) * 0.15 // walk near walls
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// + farAway.getProbability(dist_m) * 0.15 // walk in the middle
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return - avoidWalls.getProbability(dist_m) // avoid walls
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//+ stickToWalls.getProbability(dist_m) // walk near walls
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//+ farAway.getProbability(dist_m) // walk in the middle
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;
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}
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};
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#endif // GRIDIMPORTANCE_H
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