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3.4 Behavioral Capabilities for Locomotion      83


            Learning parameters of generic steering maneuvers: Performing this “lane
            change maneuver” several times at different speeds and memorizing the parameters
            as well as the real outcome constitutes a learning process for car driving. This will
            be left open for future developments. The essential point here is that knowledge
            about these types of maneuvers can trigger a host of useful (even optimal) behav-
            ioral components and adaptations to real-world effects depending on the situation
            encountered.  Therefore, the term “maneuver” is very important for  subjects: Its
            implementation in accordance with the laws and limits of physics provides the be-
            havioral skills of the subject. Its compact representation with a few numbers and a
            symbolic name is important for planning, where only the (approximate) left and
            right boundary values of the state variables, the transition time, and some extreme
            values in between (quasi-static parameters) are sufficient for decision-making. This
            will be discussed in Section 3.4.4.1.
            Effects of maneuvers on visual perception: The final effects to be discussed here
            are the centrifugal forces in curves and their influence on measurement data, in-
            cluding vision. The
                                                                  b Tr
            centrifugal forces  pro-                                  F Cf = F Fr + F Fl
                                        b Tr  F Cf = F Fr + F Fl
            portional to curvature
                                                                        Bank (roll)
            of the trajectory  C·V²             Bank (roll)  cg         angle
                                  cg            angle ĭ
            may be thought to at-                     ǻH cg                  ĭ
                                 -F Cf                    -F Cf
            tack at the center  of              H cg                     H cg
            gravity. The counter-
            acting forces  keeping   F Fl  F Fr            F Fl    F Fr
            the vehicle on the road
                                  Figure 3.14. Vehicle banking in a curve due to centrifugal
            occur at the points   forces ~ C·V²; influence of elevation of cg
            where  the   vehicle
            touches the ground.
            Figure 3.14 shows the balance of forces and torques leading to a bank angle ĭ of
            the vehicle body in the outward direction of the curve driven. Therefore, the eleva-
            tion H cg of the cg above the ground is an important factor determining the inclina-
            tion to banking of a vehicle in curves. Sports utility vehicles (SUV) or vans (Figure
            3.14 right) tend to have a higher cg than normal cars (left) or even racing cars.
            Their bank angle ĭ is usually larger for the same centrifugal forces; as a conse-
            quence, speed in curves has to be lower for these types of vehicles. However, sus-
            pension system design allows reducing this banking effect by some amount.
              Critical situations may occur in  dynamic  maneuvering  when  both centrifugal
            and braking forces are applied. In the real world, the local friction coefficients at
            the wheels may be different.  In addition, the normal forces at each wheel also dif-
            fer due to the torque balance from braking and curve steering. Figure 3.15 shows a
            qualitative representation in a bird’s-eye view. Unfortunately, quite a few accidents
            occur because human drivers are not able to perceive the environmental conditions
            and the inertial forces to be expected correctly. Vehicles with autonomous percep-
            tion capabilities could help reduce the accident rate. A first successful step in this
            direction has been made with the device called ESP (electronic stability program or
            similar acronym, depending on the make). Up to now, this unit looks just at the
            yaw rate (maybe linear accelerations in addition) and the individual wheel speeds.
            If these values do not satisfy the conditions for a smooth curve, individual braking
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