Page 38 - Handbook of Biomechatronics
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32                                   Reva E. Johnson and Jonathon W. Sensinger















          Fig. 1 Block diagram of typical open-loop (A) and closed-loop (B) control system. The
          actuator receives a control signal that dictates how the supplied energy should be
          converted into a mechanical movement or force that acts on the plant or process.



               2 DESIGN GOALS OF ACTUATORS

               Below we discuss three broad design goals that apply to every
          biomechatronic actuator: safety, performance, and ease of use. Within each
          broad design goal are specific metrics, whose desired values depend on the
          purpose of the overall system. These metrics help quantify the trade-offs of
          design choices. For example, there is often a trade-off between safety and
          performance. One strategy to improve actuator safety is to decrease the stiff-
          ness, so that interaction with humans is more flexible and injury-causing
          impacts are minimized. However, a decrease in stiffness can also worsen per-
          formance by reducing bandwidth. When faced with this common trade-off,
          how can we minimize injury while still designing a useful actuator?
             Quantitative metrics enable us to optimize the system for several design
          goals. One example of a design optimization for a PUMA 560 robot is
          shown in Fig. 2. The PUMA 560 is an articulated robot, originally designed
          for industrial assembly lines and now widely used for research and education.
          The PUMA often operates alongside or directly interacts with humans; so,
          minimizing injury risk is an important design goal. Fig. 2B is an example of
          how a plot can be used to show how design parameters (in this case, actuator
          stiffness and effective inertia) influence design metrics (in this case, head
          injury risk). The designer then selects a combination of parameters to
          achieve the desired outcome metric. Similar multivariable optimizations
          can be used to choose the type and characteristics of other biomechatronic
          actuators (another example is provided in Fig. 3B).


          2.1 Safety

          How do I design an actuator to interact with humans safely?
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