Page 79 - Electric Machinery Fundamentals
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             1-7.  How does the relative permeability of a ferromagnetic material vary with magneto-
                 motive force?
             1-8.  What is hysteresis? Explain hysteresis in tenns of magnetic domain theory.
             1-9.  What are eddy current losses? What can be done to minimize eddy current losses in
                 a core?
             1- 10.  Why are all cores exposed to ac flux variations laminated?
             1-11.  What is Faraday's Jaw?
             1- 12.  What conditions are necessary for a magnetic field to produce a force on a wire?
             1-13.  What conditions are necessary for a magnetic field to produce a voltage in a wire?
             1- 14.  Why  is  the linear machine  a good  example  of the  behavior  observed  in  real  dc
                 machines?
             1- 15.  The linear machine in Figure 1-19 is running at steady state. What would happen to
                 the bar if the voltage in the battery were increased? Explain in detail.
             1- 16.  Just how does a decrease in flux produce an increase in speed in a linear machine?
             1-17.  Will current be leading or lagging voltage in an  inductive load? Will the reactive
                 power of the load be positive or negative?
             1-18.  What are real, reactive, and apparent power? What units are they measured in? How
                 are they related?
             1-19.  What is power factor?


            PROBLEMS
             1- 1.  A motor's shaft is spinning at a speed of 1800 r/min. What is the shaft speed in ra-
                 dians per second?
                                                     2
             1-2.  A flywheel with a moment of inertia of 4 kg • m is  initially at rest.  If a torque of
                 6 N • m (counterclockwise) is suddenly applied to the flywheel,  what will  be the
                 speed of the flywheel after 5 s? Express that speed in  both radians per second and
                 revolutions per minute.
              1-3.  A force of 10 N is applied to a cylinder of radius r  =  0.15 m, as shown in Figure Pl-I.
                 The moment of inertia of this cylinder is J =  4 kg • m • What are the magnitude and
                                                        2
                 direction of the torque produced on the cylinder? What is the angular acceleration a.
                 of the cylinder?





                                               r=O.lSm
                                               J=4kg·m 2






                                     '"
                                         r=lON
                                                          FIGURE Pl-l
                                                          The cylinder of Problem  1-3.
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