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@@ -340,16 +340,12 @@ Vector<Vector3> Navigation::get_simple_path(const Vector3 &p_start, const Vector
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};
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Vector3 entry = Geometry::get_closest_point_to_segment(begin_poly->entry, edge);
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- begin_poly->edges[i].C->distance = begin_poly->entry.distance_to(entry);
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+ begin_poly->edges[i].C->distance = begin_point.distance_to(entry);
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begin_poly->edges[i].C->entry = entry;
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#else
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begin_poly->edges[i].C->distance = begin_poly->center.distance_to(begin_poly->edges[i].C->center);
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#endif
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open_list.push_back(begin_poly->edges[i].C);
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-
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- if (begin_poly->edges[i].C == end_poly) {
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- found_route = true;
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- }
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}
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}
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@@ -370,28 +366,7 @@ Vector<Vector3> Navigation::get_simple_path(const Vector3 &p_start, const Vector
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float cost = p->distance;
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#ifdef USE_ENTRY_POINT
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- int es = p->edges.size();
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-
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- float shortest_distance = 1e30;
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-
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- for (int i = 0; i < es; i++) {
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- Polygon::Edge &e = p->edges.write[i];
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-
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- if (!e.C)
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- continue;
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-
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- Vector3 edge[2] = {
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- _get_vertex(p->edges[i].point),
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- _get_vertex(p->edges[(i + 1) % es].point)
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- };
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-
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- Vector3 edge_point = Geometry::get_closest_point_to_segment(p->entry, edge);
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- float dist = p->entry.distance_to(edge_point);
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- if (dist < shortest_distance)
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- shortest_distance = dist;
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- }
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-
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- cost += shortest_distance;
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+ cost += p->entry.distance_to(end_point);
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#else
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cost += p->center.distance_to(end_point);
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#endif
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@@ -404,6 +379,12 @@ Vector<Vector3> Navigation::get_simple_path(const Vector3 &p_start, const Vector
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Polygon *p = least_cost_poly->get();
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//open the neighbours for search
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+ if (p == end_poly) {
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+ //oh my reached end! stop algorithm
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+ found_route = true;
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+ break;
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+ }
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+
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for (int i = 0; i < p->edges.size(); i++) {
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Polygon::Edge &e = p->edges.write[i];
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@@ -411,7 +392,17 @@ Vector<Vector3> Navigation::get_simple_path(const Vector3 &p_start, const Vector
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if (!e.C)
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continue;
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+#ifdef USE_ENTRY_POINT
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+ Vector3 edge[2] = {
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+ _get_vertex(p->edges[i].point),
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+ _get_vertex(p->edges[(i + 1) % p->edges.size()].point)
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+ };
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+
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+ Vector3 entry = Geometry::get_closest_point_to_segment(p->entry, edge);
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+ float distance = p->entry.distance_to(entry) + p->distance;
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+#else
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float distance = p->center.distance_to(e.C->center) + p->distance;
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+#endif
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if (e.C->prev_edge != -1) {
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//oh this was visited already, can we win the cost?
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@@ -420,25 +411,22 @@ Vector<Vector3> Navigation::get_simple_path(const Vector3 &p_start, const Vector
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e.C->prev_edge = e.C_edge;
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e.C->distance = distance;
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+#ifdef USE_ENTRY_POINT
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+ e.C->entry = entry;
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+#endif
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}
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} else {
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//add to open neighbours
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e.C->prev_edge = e.C_edge;
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e.C->distance = distance;
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+#ifdef USE_ENTRY_POINT
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+ e.C->entry = entry;
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+#endif
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open_list.push_back(e.C);
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-
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- if (e.C == end_poly) {
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- //oh my reached end! stop algorithm
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- found_route = true;
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- break;
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- }
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}
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}
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- if (found_route)
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- break;
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-
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open_list.erase(least_cost_poly);
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}
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@@ -539,8 +527,12 @@ Vector<Vector3> Navigation::get_simple_path(const Vector3 &p_start, const Vector
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path.push_back(end_point);
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while (true) {
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int prev = p->prev_edge;
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+#ifdef USE_ENTRY_POINT
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+ Vector3 point = p->entry;
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+#else
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int prev_n = (p->prev_edge + 1) % p->edges.size();
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Vector3 point = (_get_vertex(p->edges[prev].point) + _get_vertex(p->edges[prev_n].point)) * 0.5;
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+#endif
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path.push_back(point);
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p = p->edges[prev].C;
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if (p == begin_poly)
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