Page 175 - Industrial Power Engineering and Applications Handbook
P. 175

Static controls and braking of motors W155
         the windings at the instant of plugging becomes twice                         (Sl  +S2) .*
        the  rated  voltage,  and  slip  as 2S,  for the  changed   Average loss between slip SI and  S2 =   2
        magnetic field. With these changed parameters, the
         current and  torque  curves can  be  approximately   (i) During a normal running,
         determined  from equations  (1.7a)  and  (1.3a)  res-   when S1 = 1 and S2 = 0
        pectively, for high slip conditions.
           Current and voltage will both give a transitory kick                    T
         at the instant of plugging, depending upon the effective   starting heat a starting loss = -
                                                                                   2
         voltage across the windings, under the influence of
        the motor’s self-induced e.m.f.  and the applied voltage.   (ii) During plugging,
        The transitory state will last only a few cycles and   when, S1 = 2 and S2 = 1
        then the curves will generally take the shape as in the
         equations noted above and illustrated in Figure 6.60.   Heat generated during plugging
        Generally, except for the initial kick, there will be no
         significant variation in the current and torque values
        compared to their starting values at S = 1. These values
        CM  be varied in slipring motors by altering the rotor’s   Therefore the heat of  the motor during plugging is
        circuit resistance. During plug-ging, if the supply is   three times that of during a normal start. Stator heat
        not switched OFF at the instant of reaching the standstill   and thus the total motor heat is a function of the rotor
        position, the motor will start rotating in the reverse   heat (see also Section 2.7.1). Such a method is therefore
        direction, tracing the same  speed-torque and speed-   not suitable for larger motors or for frequent brakings.
        current curves as in the forward direction. But a reverse
        direction may damage the driven load. Precautions
        are essential to prevent such a situation by providing   Note  This is an approximate derivation for a simple illustration
        an  electrical  interlock-ing  andor  a  reverse  ratchet   of the mtio of heats. The time of start and haking is not considered
        arrangement in the load coupling.               in the above derivation, whereas both would be different and so
                                                        will be the heat generated. The time of start would be much
           The windings may, however, be subject up to twice   higher than the  time of  braking,  as the latter is much higher
        the rated voltage and must be suitable to withstand   than the former. Figure 6.60 illustrates this. But in view of the
        this voltage repeatedly when necessary. The heat gen-   high current during plugging the ratio of heat as noted above is
        erated during braking will be roughly three times the   a near approximation.
        heat generated during start-up as determined below:
        Rotor losses per phase  W = I:  . RZ         3  Regenerative braking  If  the motor be run beyond
                                                        synchronous speed by  some external means it will
                               I:  . Rz
        Rotor torque per phase  T = -                   work as a generator and feed back useful energy to
                                 S                      the supply system. It will draw only the necessary
                                                        excitation current, Im, for the generator action from
                                W                       the source of supply. In such a condition, the motor
         :.  Rotor loss per unit torque  - S
                                   =
                                T















                                                                            N, 0




                          C Plugging (braking)     --         Running       A

                                       Total braking torque at pdnt A = Tt + Tb
                    Figure 6.80  Approximate motor torque and current characteristic curves during plugging
   170   171   172   173   174   175   176   177   178   179   180