Page 288 - Introduction to Autonomous Mobile Robots
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Planning and Navigation


                                                                      goal                     273

                                                              L2




                                H1         L1        H2



                           start




                           Figure 6.7
                           Bug1 algorithm with H1, H2, hit points, and L1, L2, leave points [102].




                                                                              goal


                                                               L2
                                                          H2


                                              L1
                                     H1



                           start

                           Figure 6.8
                           Bug2 algorithm with H1, H2, hit points, and L1, L2, leave points [102].



                           tation termed the local tangent graph (LTG). Not only can the robot move more efficiently
                           toward the goal using the LTG, it can also go along shortcuts when contouring obstacles
                           and switch back to goal seeking earlier. In many simple environments, Tangent Bug
                           approaches globally optimal paths.
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