Exemplo n.º 1
0
def extend_graph(vertex_rand, robot_root, obstacles, goal_set, pywindow, color_, k, x, goal):   # add vertex and edges to sets for robot i
    if k == 1:
        add_to_kd_tree(goal, robot_root, x)
    new_paths = False  # initialize
    if k % 2 == 0 or k > 100:     # nearest is from tree1 from root
        tree_num = 1
        first = robot_root
    else:              # nearest is from tree2 from goal (two trees growing towards each other for increased path variety)
        tree_num = 2
        first = goal
    vertex_nearest2 = nearest2(vertex_rand, robot_root, robot_root, first, x, tree_num)
    vertex_new2 = steer4(vertex_nearest2, vertex_rand, goal_set, tree_num)
    collision_, intersect = collisions(vertex_nearest2, vertex_new2, obstacles, 'obstacles')
    if collision_ == 0:
        if tree_num == 1:
            add_edge(vertex_new2, vertex_nearest2, color_, 1, pywindow)  # edge direction depends on which tree nearest vertex is in
        else:
            add_edge(vertex_nearest2, vertex_new2, Colors.dark_red, 1, pywindow)        # edge direction depends on which tree nearest vertex is in
        vertices_near2, radius = near_vertices2(vertex_new2, robot_root, robot_root, k, [], x, tree_num)  # computationally efficient function
        for i in range(len(vertices_near2)):                                            # for all near vertices
            if vertices_near2[i] != vertex_nearest2:                                    # since already added nearest
                collision_, intersect = collisions(vertices_near2[i], vertex_new2, obstacles, 'obstacles')
                if collision_ == 0:                                                     # if no collision
                    if tree_num == 1:
                        add_edge(vertex_new2, vertices_near2[i], color_, 1, pywindow)   # edge direction depends on which tree near vertex is in
                    else:
                        add_edge(vertices_near2[i], vertex_new2, Colors.dark_red, 1, pywindow)   # edge direction depends on which tree near vertex is in
        add_to_kd_tree(vertex_new2, robot_root, x)        # kd tree for spatial sorting and faster nearest/near searching
        if tree_num == 1:
            tree_num_other = 2
            first = goal
        else:
            tree_num_other = 1
            first = robot_root
        vertex_nearest_opposite_tree = nearest2(vertex_new2, robot_root, robot_root, first, x, tree_num_other)
        if norm(vertex_new2, vertex_nearest_opposite_tree) <= radius:
            new_paths = True
            if tree_num == 1:    # if new point is in tree 1
                add_edge(vertex_nearest_opposite_tree, vertex_new2, color_, 1, pywindow)   # new point is parent in edge between trees
            else:                # if new point is in tree 2
                add_edge(vertex_new2, vertex_nearest_opposite_tree, Colors.dark_red, 1, pywindow)   # new point is child in edge between trees
    else:
        del vertex_new2                                   # save storage if point not used
        vertex_new2 = None
    return vertex_new2, new_paths
Exemplo n.º 2
0
def extend_graph(vertex_rand, robot_root, obstacles, goal_set, pywindow,
                 color_, k, x):  # add vertex and edges to sets for robot i
    # vertex_nearest = nearest(vertex_rand, robot_root, robot_root, k)                   # find nearest vertex in robot i's graph, starting with root
    vertex_nearest2 = nearest2(vertex_rand, robot_root, robot_root, robot_root,
                               x)  # computationally efficient function
    # vertex_new = steer(vertex_nearest, vertex_rand, goal_set)                          # steer that vertex towards x_rand within some radius
    vertex_new2 = steer4(vertex_nearest2, vertex_rand, goal_set)
    collision_, intersect = collisions(vertex_nearest2, vertex_new2, obstacles,
                                       'obstacles')
    if collision_ == 0:
        # if vertex_new2.at_goal_set:
        # print 'no obstacle collision for goal set vertex, added to kd tree'
        # vertices_near = near_vertices(vertex_new2, robot_root, k, [])
        vertices_near2 = near_vertices2(
            vertex_new2, robot_root, robot_root, k, [],
            x)  # computationally efficient function
        # if vertex_new2.at_goal_set:
        # print 'near verts found:', len(vertices_near2)
        edges_added = 0
        for i in range(len(vertices_near2)):  # for all near vertices
            collision_, intersect = collisions(vertices_near2[i], vertex_new2,
                                               obstacles, 'obstacles')
            if collision_ == 0:  # if no collision
                # if vertex_new2.at_goal_set:
                # print 'no collision for near vertex, adding edge'
                add_edge(vertex_new2, vertices_near2[i], color_, 1,
                         pywindow)  # connect the dots
                edges_added = edges_added + 1
            else:
                pass  # print 'collision with near vertex'
        if edges_added == 0:
            # print 'no edge had been added'
            del vertex_new2
            return None
        else:
            add_to_kd_tree(
                vertex_new2, robot_root, x
            )  # kd tree for spatial sorting and faster nearest/near searching
    else:
        # print 'collision, extend procedure returning None'
        del vertex_new2  # save storage if point not used
        return None
    return vertex_new2