Page 40 - Robot Builders Source Book - Gordon McComb
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1.5 Nonindustrial Representatives of the Robot Family       29

         movements of the internal layer and is responsible for amplifying the forces. This kind
         of system was first used in about 1960 in the Cornell Aeronautical Laboratory, U.S.A.
         For instance, the American exoskeleton known as Hardiman enables its operator to
         lift weights up to 450 kg. It has about 30 degrees of freedom (arms, legs, and body) and
         permits the operator to move at about 1.5 km/hour. The power system is hydraulic.
         Figure 1.29 shows the basic structure of an exoskeleton. It consists of a frame 1 to which
         the links to moving parts of the body are connected: the thighs 2, shins 3, feet 4, shoul-
         ders 5, elbows 6, and hands 7. Hydrocylinders 8 are used to drive the links. The power
         supply is provided by the compressor station 9 fastened to the back of the exoskele-
        ton. The control of the cylinders shown in the figure, and those which are not shown
         (such as the rotation of the elbow around its longitudinal axis) is carried out by the
         person enveloped in the exoskeleton. By moving his limbs which are connected to cor-
        responding links of the mechanical device, the person activates a system of amplifiers
        which in turn actuates the corresponding cylinders. The principle of the operation of
        the hydraulic amplifier will be explained in Chapter 4. Means of exploiting the biocur-
         rents of human muscles for this purpose are now being investigated.


        3. Walking machines

           The wheel was invented about 6,000 years ago. This invention, coupled to an animal
         as a source of driving power, increased the possibility of load displacement about ten
        times. However, this invention created the problem of providing roads. To circumvent
        this complication (since roads cannot cover every inch of countryside) caterpillar tracks
        were invented. (This solution reduces the pressure under the vehicle by about eight
        times.) Thereafter efforts were devoted to creating a walking machine able to simulate
        the propelling technique of animals in such a way that the machine could move over
        rough terrain. The idea of creating a walking vehicle is not new. We will take as an
        example the walking mechanism synthesized by the famous mathematician Cheby-
        shev (1821-1894). Figure 1.30 presents the kinematic layout of this mechanism, while
        the photographs in Figure 1.31 show its realization produced in the laboratory of the
        Department of Mechanical Engineering of the Ben-Gurion University of the Negev.
        This mechanism fulfills the main requirement of a properly designed walking device;
        i.e., in practice, the height of the mass center of the platform 1 (see Figure 1.30) does
        not change relative to the soil. This ingenious mechanism, however, is not able to
        change direction or move along a broken surface. (It is an excellent exercise for the
        reader to find a means of overcoming these two obstacles.)
           The link proportions shown in Figure 1.30 are obligatory for this walking machine.
        The walking technique is more effective than wheel- or track-based propulsion, not
        only because obstacles on the surface can easily be overcome (for instance, legs climb-
        ing stairs), but also because the nature of the contact between the leg and the surface
        is different from that between a wheel or tracks and a road. As can be seen from Figure
         1.32, the rolling wheel is continuously climbing out of the pit it digs in front of itself.
        This process entails, in turn, the appearance of a resistance torque Tas a result of the
        force F acting on the lever /. On the other hand, any type of walking mechanism is a
        periodically acting system. At this stage we should remember that dynamic loads
        increase in direct proportion to the square of the speed. In addition the design of such
        a walking leg is much more complicated than that of a rotating wheel. Thus, we cannot
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